triangles Crossword Puzzles

math 2025-05-08

Across

a conic section that is formed when a plane intersects a double right circular cone at an angle such that both halves of the cone are intersected
a single term algebraic expression, which can consist of a number (coefficient), one or more variables, and/or their exponents
a mathematical expression consisting of two terms connected by a plus sign or minus sign
the secondary or vertical axis of a system of coordinates, points along which have a value of zero for all other coordinates.
way of changing a geometric shape's position, orientation, or size on a plane or coordinate system
a unit of angle, equal to an angle at the center of a circle whose arc is equal in length to the radius.
a point where two or more lines or edges meet, forming a corner or angular point
an expression made up of variables, constants, and exponents that are combined using addition, subtraction, and multiplication
the point where a line or curve crosses an axis on a coordinate plane
a set of related items, most commonly equations, that are considered together.
a curve in which every point on the curve is equidistant from a point called a focus and a straight line called a directrix
something related to the third power or three dimensions.
a non-empty, connected, and open set in a topological space
a rapid increase or decrease, where the rate of change is proportional to the quantity itself
the relation between two expressions that are not equal, employing a sign such as ≠ “not equal to,” > “greater than,” or < “less than.”.
a variable (often denoted by y ) whose value depends on that of another.
a symbol, typically a letter like "x" or "y", that represents a quantity or value that can change or vary.
the study of relationships between the angles and sides of triangles, especially right triangles.
involving the second and no higher power of an unknown quantity or variable.
a numerical or constant quantity placed before and multiplying the variable in an algebraic expression
the exponent to which a base must be raised to produce a given number
a number that divides another number evenly
a pictorial representation or a diagram that represents data or values in an organized manner

Down

a mathematical statement that indicates two expressions are equal, connected by an equals sign.
a rule or relationship that assigns exactly one output value to each input value
the symbol (√) used to indicate a root, especially the square root
any number that can be written in the form z=a+bi z = a + b i where a is called the 'real' part and bi the 'imaginary' part
something that relates to or forms a straight line.
ive the different forms of (a verb in an inflected language) as they vary according to voice, mood, tense, number, and person.
a number that can be expressed as a fraction, where both the numerator and denominator are integers.
something that doesn't change or vary, like a fixed value in math or a physical property.
a number which produces a specified quantity when multiplied by itself.
a quantity that is being manipulated or changed in an experiment or calculation, whose value is not dependent on any other variable
a quantity that can be expressed as an infinite decimal expansion
a value that determines the nature of the roots (solutions) of a quadratic equation
a number that, when multiplied by itself a certain number of times, equals a given number
a line that continually approaches a given curve but does not meet it at any finite distance.
the amount of three-dimensional space that a solid object occupies
a geometrical object that possesses both magnitude (length) and direction
a value, or set of values, that makes the equation true or satisfies the given conditions.
the distance a number is from zero on a number line, always resulting in a positive value or zero
the numbers when squared it gives the negative result.
describes its steepness and direction.
a continuous set of numbers between two given numbers, known as the endpoints.
the difference between the highest and lowest values in a dataset
a whole number (positive, negative, or zero) without any fractional or decimal parts.
the horizontal axis in a Cartesian coordinate system, used to represent the horizontal position of points
a comprehensive academic program focused on the study of mathematical concepts, theorems, and problem-solving techniques
an operation or function that "undoes" another operation or function
a rectangular arrangement of a collection of numbers into a fixed number of rows and columns

50 Clues: describes its steepness and direction. • a number that divides another number evenly • something that relates to or forms a straight line. • the numbers when squared it gives the negative result. • something related to the third power or three dimensions. • a non-empty, connected, and open set in a topological space • ...

Fifth Grade Advanced Math Review Crossword 2023-04-14

Fifth Grade Advanced Math Review Crossword crossword puzzle

Across

Two right, scalene triangles are similar. The smaller triangle has a height of 12 cm, a base of 5 cm, and a hypotenuse of 13 cm. The larger triangle has a base of 15 cm, height of 36 cm, and an unknown hypotenuse length. Can you use proportions to figure out the missing length? _____
If k = 2, what is the value of k3 – (k -10) + 4k? (The three is an exponent!)
How many two fifths are in 4?
Samuel bought 4 rolls to tape to seal boxes. Each roll contains 32.9 meters of tape. He uses 1.2 meters of this tape to seal each box. What is the total number of boxes Samuel can seal with these 4 rolls of tape?
Mia is working on a project that requires 3.5 yards of ribbon per project. Mia has 28 yards of ribbon. What is the greatest number of projects that Mia can complete with the ribbon?
What is the value of n that makes the following true: n + (-7) = -77

Down

What is the value of 3 to the fifth power?
The digits 1, 2, 3, and 4 are used to make a 3-digit number. Each digit can be repeated. What is the total number of 3-digit numbers that can be made using these digits?
Aidan’s age is 6 years less than half of Maggie’s age. Aidan’s age is 4 years. What is Maggie’s age?
What is the solution to x(-4 = 10? Parentheses is a fraction bar sign.
wants to buy a camera that costs $228, including tax. She has saved $4.75 each week for the past 8 weeks. How much more money does Alisha need to purchase the camera?

11 Clues: How many two fifths are in 4? • What is the value of 3 to the fifth power? • What is the value of n that makes the following true: n + (-7) = -77 • What is the solution to x(-4 = 10? Parentheses is a fraction bar sign. • If k = 2, what is the value of k3 – (k -10) + 4k? (The three is an exponent!) • ...

Brynn and Jazz's crossword project 2018-06-01

Brynn and Jazz's crossword project crossword puzzle

Across

Captain John Smith has planted six rows of tobacco with seven plants in each. How many tobacco plants are there in all? ? tobacco plants
Beau has a shape that has parallel lines, four sides, and symmetry. What general shape is this? A ?
Sam wants to fill a sandbox up but first she needs to find the area of the box. The length and width are both five feet. What is the area of the sandbox? ? feet
What is 35x26? Two thousand ? (calculator)
(calculator)
What is the fraction ten 10/15 written as a division problem. ?
Zendaya is going around collecting data about favorite foods. What type of data is this? ? data
Polly has sixteen pieces of candy and four friends if Polly wants to split the candy equally (NOT including herself) how many pieces of candy will each friend get? ? pieces of candy
Christina is trying to figure out where to put the x-axis on a graph. Where is the correct location? The ? of the graph.
Joe is trying to figure out the steps for converting a mixed fraction into a improper fraction but only remember one which is to add the sum and keep the original denominator. Which step is this? Step ?

Down

Eliot has a garden that is 5ft. wide and 10ft. long. What is the perimeter of the garden? ?
Jennifer has 60 pencils and gives 20 away then gains 5 more pencils. How many pencils does she have now? ?
John had eighty ounces of turkey. How many pounds is that? ? pounds (calculator)
Jessica was on a car trip for one hour. She had already gone 3 miles. How many feet is that? Fifteen thousand ? feet (calculator)
daniel wants to know how tall a dinosaur is so brett says it is seven yards tall. How many feet is that
Suzie has some shapes in a bag. She has two squares, three triangles, and one rectangle. What is the probability (in a fraction) that she will pick out a triangle? ? ?

16 Clues: (calculator) • What is 35x26? Two thousand ? (calculator) • What is the fraction ten 10/15 written as a division problem. ? • John had eighty ounces of turkey. How many pounds is that? ? pounds (calculator) • Eliot has a garden that is 5ft. wide and 10ft. long. What is the perimeter of the garden? ? • ...

GEOMETRY VOCAB 2022-05-23

Across

Cut a angle in half. This mainly done by segments, lines, and rays.
Segment from vertex to side opposite from vertex AND perpendicular. This is also known as the height of the triangle.
Formed by one side of a triangle and it is an extension of an adjacent angle. It's an angle formed by a transversal.
When 3 or more lines intersect, at a common point. The lines mainly come from the angles.
sum of exterior angles of any convex ploygon is 360.You find this by setting the sum of a certain kind of angle to 360 degreese.
2 sides of a triangle are congruent to 2 sides of another triangle. The angle of the first triangle is larger than that of the second triangle.
all agnles are right angles, opposite sides are parallel and congruent, opposite angles are congruent, and consecutive angles are supplementary. You find this by using the slop formula.
formed by one side of triangle and extension of an adjacent side. The angle between a side of a plygon and an extended adjacent side.
parallelogram that has 4 congruent sides and 4 right angles. You find this by using the distance formula.
Same size, same shape. Their corresponding angles and sides are of equal measure.
a segment of a vertex of triangle to midpoint of the opposite side. It divides somthing into two equal halves.
Assuming that a conclusion is false. Then showing that the assumption led to a contradiction.

Down

All sides are congruent and each angle is 60 degrees. Also known as a "regular" triangle.
Point of concurrency for perpendicular bisectors. The perpendicular bisectors of the sides or a triangle intersect and which is equidistant front he 3 vertices.
sum of interior angles of n-sided polygon. Has a formula to find the sum of a polygons angles.
2 angles not adjacent to exterior angle.Angles that don't share a vertex or corner of a triangle with the exterior angle.
parallelogram w/4 congruent sides. You find this by using the slope formula.
quadrilateral w/exactly one pair of parallel sides. It can have right angles.
quadrilateral w/exactly 2 pairs of consecutive congruent sides. It's diagonals are perpendicular and exactly one par of opposite angles are congruent.
2 angles and the included side of one triangle are congruent to 2 angles and the included side of another triangle. Therefore making the 2 triangles congruent.

20 Clues: Cut a angle in half. This mainly done by segments, lines, and rays. • parallelogram w/4 congruent sides. You find this by using the slope formula. • quadrilateral w/exactly one pair of parallel sides. It can have right angles. • Same size, same shape. Their corresponding angles and sides are of equal measure. • ...

shape 2023-06-16

Across

It's a four-sided shape with all sides equal in length, but the opposite angles are not necessarily right angles.
It's a rounded shape that is similar to a circle but elongated. Ovals can be seen in objects like eggs and rugby balls.
This shape has four sides and four right angles, with opposite sides being equal in length. It is commonly seen in books and picture frames.
This shape has four sides with only two parallel sides. It can be observed in objects like the roofs of houses and some musical instruments.
This shape has four equal sides and four right angles. It is often used to represent stability and balance.
This shape resembles a thin, curved moon. It has a rounded shape on one side and tapers to a point on the other.
This shape has eight sides and eight angles. It is often used in the design of stop signs and some architectural structures.
It's a four-sided shape with equal sides, but the opposite angles are not necessarily right angles. Diamonds are often used in jewelry.
It's a shape with three sides and three angles. Triangles can be found in various objects, such as road signs and roof structures.

Down

This shape represents love and affection. It has a curved top and two rounded sides that come together at the bottom.
It's a round shape that has no corners or edges. It is often seen in objects like wheels and coins.
This shape has five sides and five angles. It can be observed in objects like pentagonal signs and the Pentagon building.
It's a shape with six sides and six angles. Hexagons can be found in nature, such as honeycomb patterns and some crystals.
It's a shape with multiple points extending from a central core. Stars can be seen in the night sky and are often associated with magic.
This shape consists of a continuously winding curve that gradually moves away or towards a central point.
It's a shape formed by two perpendicular lines. The cross is often associated with religion and can be found in churches and religious symbols.

16 Clues: It's a round shape that has no corners or edges. It is often seen in objects like wheels and coins. • This shape consists of a continuously winding curve that gradually moves away or towards a central point. • This shape has four equal sides and four right angles. It is often used to represent stability and balance. • ...

IB Terms crossword 2024-12-12

Across

means to explain the properties of something, like a shape, pattern, or process. For example, describe a triangle as having three sides.
means to create something using specific steps. For example, construct a triangle by drawing three sides of a specific length.
means to choose or pick something from a group based on certain criteria. For example, you might select the numbers that are greater than 10 from a list.
Means to find a number or answer by using math operations, like addition, subtraction, multiplication, or division. For example, calculating 5 + 3 gives the answer 8.
Means to use a concept, formula, or method to solve a problem .For example using addition to calculate a fraction .

Down

means to make something clear by giving details , helping others understand how or why something works. For example, explain how to solve an equation step by step.
means to find the size, length, or amount of something using a unit. For example, you might measure the length of a line in centimeters
means to create something with a specific purpose using math ideas.For example, design a shape by choosing certain measurements or properties.
means to find something based on its characteristics . For example, identify a number as even or odd.
Means to make a diagram using lines, shapes to represent a problem or solution. For example, you might draw a graph to show a shape of a geometry problem.
means to draw a simple, version of a shape or diagram without worrying about exact details. For example, sketch the graph of a line to show its general direction.
Means to group things based on shared properties or characteristics. For example, classify shapes as triangles, squares, or circles.
means to mark points on a graph or chart based on their coordinates. For example, you might plot points on a coordinate plane to create a line or a shape.

13 Clues: means to find something based on its characteristics . For example, identify a number as even or odd. • Means to use a concept, formula, or method to solve a problem .For example using addition to calculate a fraction . • means to create something using specific steps. For example, construct a triangle by drawing three sides of a specific length. • ...

geometry vocab 2020-12-15

Across

isometric transformation that also maps every point to an image. It turns a figure about a fixed point which is called center of rotation.
pair of angles that lie on the outer side of the two parallel lines. But on either side of the transversal line.
straight lines passing through to create an endpoint. It is 2 or more lines.
a part, share, or number considered in comparative relation to a whole. They connect or relate to a constant.
value of something compared to another thing. A example is one apple to one orange, 1:1
an isometric transformation that maps every point to an image. A example is point P to point P' and it is reflected off of a y or x axis.
two points that form and line with no thickness or width. Some say it is a dot that went for a walk.
said to be similar if they are the same shape. But they must be congruent meaning similar in shape and size.

Down

Angles formed when two parallel or non-parallel lines are intersected by a transversal. The angles are positioned at the inner corners of the intersections and lie on opposite sides of the transversal angle.
intersecting system of lines. It is what the alternate, corresponding and consecutive angles lie on.
part of a line consisting of two endpoints and all points in between. It is written like EF, AD, RK, QR etc.
each of the pairs of opposite angles made by two intersecting lines. Vertical is similar to the vertex of two triangles
slides an object from a fixed distance or direction. It is also an isometric transformation that maps every point to an image.
when the shape changes in size. An example is when a triangle gets really small and compresses.
of something into two equal or congruent parts, usually by a line. This line is then called a bisector.
a location of the graph. It has no shape or size.
a flat surface made up of points.It would be three or more points.
usually a decimal which scales, or multiplies, some quantity. To find it you put one number on top of the other and divide depending on enlargement or reduction.
angles formed when two lines intersect. They are linear if they a formed by two intersecting lines.

19 Clues: a location of the graph. It has no shape or size. • a flat surface made up of points.It would be three or more points. • straight lines passing through to create an endpoint. It is 2 or more lines. • value of something compared to another thing. A example is one apple to one orange, 1:1 • ...

shape 2023-06-16

Across

It's a four-sided shape with all sides equal in length, but the opposite angles are not necessarily right angles.
It's a rounded shape that is similar to a circle but elongated. Ovals can be seen in objects like eggs and rugby balls.
This shape has four sides and four right angles, with opposite sides being equal in length. It is commonly seen in books and picture frames.
This shape has four sides with only two parallel sides. It can be observed in objects like the roofs of houses and some musical instruments.
This shape has four equal sides and four right angles. It is often used to represent stability and balance.
This shape resembles a thin, curved moon. It has a rounded shape on one side and tapers to a point on the other.
This shape has eight sides and eight angles. It is often used in the design of stop signs and some architectural structures.
It's a four-sided shape with equal sides, but the opposite angles are not necessarily right angles. Diamonds are often used in jewelry.
It's a shape with three sides and three angles. Triangles can be found in various objects, such as road signs and roof structures.

Down

This shape represents love and affection. It has a curved top and two rounded sides that come together at the bottom.
It's a round shape that has no corners or edges. It is often seen in objects like wheels and coins.
This shape has five sides and five angles. It can be observed in objects like pentagonal signs and the Pentagon building.
It's a shape with six sides and six angles. Hexagons can be found in nature, such as honeycomb patterns and some crystals.
It's a shape with multiple points extending from a central core. Stars can be seen in the night sky and are often associated with magic.
This shape consists of a continuously winding curve that gradually moves away or towards a central point.
It's a shape formed by two perpendicular lines. The cross is often associated with religion and can be found in churches and religious symbols.

Saturday activity 2024-07-04

Across

number 1 at triangle has dash vertex

Down

2 the angle of the angle sum of a triangle question number 3 how many angles are there in triangles question number 4 how many rides of a triangle have

2 Clues: number 1 at triangle has dash vertex • 2 the angle of the angle sum of a triangle question number 3 how many angles are there in triangles question number 4 how many rides of a triangle have

Ava's Geometry Crossword Puzzle 2022-05-17

Ava's Geometry Crossword Puzzle crossword puzzle

Across

A line segment extending from the center of a circle or sphere to the circumference or bounding surface. It is half the amount of the diameter.
When the sum of two angles is equal to 90°. If angle A is added to angle B than they would equal 90°.
An angle less than 90°. For example, an angle of 30° would be called this.
A branch of mathematics that studies the sizes, shapes, positions angles, and dimensions of things. You learn this in high school.
A polygon with 5 sides and 5 angles. The sum of the interior angles is 540°.
Two circle ends that is connected by a curved face that looks like a tube. The volume of three cones equals the volume of this shape.
It is a four sided figure. A rectangle or a square would be called this.
The figures are have an identical form. The symbol used to represent it is ≅.
It has one base of a polygon and the sides are all triangles. You need to know the slant height for this shape.
A point where two rays meet. A rectangle has four of these.
A prism in which the joining edges and faces are perpendicular to the base faces. The surface area is SA=ph+2B.
A subset of geometry dealing with the properties of a triangle. It deals with sine (sin), cosine (cos), and tangent (tan).

Down

A straight line passing through the center of a circle or sphere and meeting the circumference or surface at each end. It is double the amount of the radius.
A triangle that has two equal sides and two equal angles.The name derives from the Greek iso (same) and skelos (leg).
An angle greater than 90°. For example, an angle of 120° would be called this.
A triangle with one 90° internal angle. Has two legs and a hypotenuse.
The perimeter of a circle. The equation for this is 2πr.
When the sum of two angles is equal to 180°. If angle A is added to angle B than they would equal 180°.
The line segment between two points on a given curve. Can be found in a circle.

19 Clues: The perimeter of a circle. The equation for this is 2πr. • A point where two rays meet. A rectangle has four of these. • A triangle with one 90° internal angle. Has two legs and a hypotenuse. • It is a four sided figure. A rectangle or a square would be called this. • An angle less than 90°. For example, an angle of 30° would be called this. • ...

Geometry :) 2022-05-26

Across

These are 2 angles that when they are added together make a sum of 90 degrees. They are used when trying to figure out the number of degrees an angle is when given that it's a right angle and the other angle in it.
This is a shape that must have opposite sides and angles congruent along with the consecutive angles supplementary to each other. They also have diagonals that bisect each other which means that if one angle is right then all of them are because of these rules.
This is when points or lines are on the same plane as other ones. This can be seen if vectors are parallels and the points lie on a straight line/plane. Postulate This is an accepted statement of a fact or logical reason that is used to figure out if something is what it seems to be. They define the basic rules that help with figuring out geometric figures and confirming if statements are true or not.
These are 2 angles with a common vertex and side but they do not have common interior points. The angles just have to be next to each other without the factor if they have the same amount of degrees taken into consideration.
This happens when a shape is turned around a point or the origin and the shape keeps the points congruent with each other. When turned in the opposite direction for the same amount of degrees at the same fixed point, the image should still look the same.
They have to have all their interior angles add up to 180 degrees and 2 of their sides have to add up and be more than the 3rd side. They come in many forms and ratios but they must only have three sides to them and the exterior angles have to equal 360 degrees.
Something that cuts an object or line into 2 straight down the middle. Both of the things left over will be equal to each other.
These help to solve problems with theories that are already in use in many shapes or other problems. They are used to prove that triangles are congruent and that pieces of a shape are what they are thought to be.

Down

These are 2 angles that when they are added together make a sum of 180 degrees. This can be used when trying to find an angle when one is already known on a straight line, like same-side interior angles.
These are 2 lines that do not lie in the same plane. They are not able to intersect at all and their points can never connect but a line in between them is able to like a transversal.
This happens when a shape is pushed along the x or y axis alone with all the points inside of it. The shape slides each of the points the same distance in the same direction.
This is when a shape has sides that are of the same size and shape as each other. They have to be equal to each other to be considered this.
A straight line that passes from one side to another side through the center of a circle or sphere. When they are split in half they create the radius or center of the shape to any point on the circumference.
This is what happens when a shape is enlarged or shrunken at a fixed point. The shape should still be the same when reversed with the same dilation number since all the points remain congruent with each other.
A figure that is formed by two rays that have a common endpoint. They can be found in all shapes and have certain rules to figure them out when needed.
This happens when a shape is flipped on a plane to show the same points but on the other side of the spectrum. The new image would be a figure that looks to be in a mirror and have a reflection line.
This is a line that intersects 2 or more lines at different points. The lines have to be on the same plane but they can produce various types of angles and their pairs.
This is the ratio of the lengths of 2 corresponding sides of two simial shapes. They must equal each other when simplified otherwise the 2 shapes are not congruent with each other.
This is what happens when an angle measures more than 90 degrees but less than 180 degrees. The angle can be any degree between those two degrees but if it is on 90, 180, or anything before/after them then it qualifies as something else.

19 Clues: Something that cuts an object or line into 2 straight down the middle. Both of the things left over will be equal to each other. • This is when a shape has sides that are of the same size and shape as each other. They have to be equal to each other to be considered this. • ...

Geometry :) 2022-05-26

Across

These help to solve problems with theories that are already in use in many shapes or other problems. They are used to prove that triangles are congruent and that pieces of a shape are what they are thought to be.
These are 2 lines that do not lie in the same plane. They are not able to intersect at all and their points can never connect but a line in between them is able to like a transversal.
This is a line that intersects 2 or more lines at different points. The lines have to be on the same plane but they can produce various types of angles and their pairs.
This happens when a shape is flipped on a plane to show the same points but on the other side of the spectrum. The new image would be a figure that looks to be in a mirror and have a reflection line.
They have to have all their interior angles add up to 180 degrees and 2 of their sides have to add up and be more than the 3rd side. They come in many forms and ratios but they must only have three sides to them and the exterior angles have to equal 360 degrees.
A straight line that passes from one side to another side through the center of a circle or sphere. When they are split in half they create the radius or center of the shape to any point on the circumference.
These are 2 angles with a common vertex and side but they do not have common interior points. The angles just have to be next to each other without the factor if they have the same amount of degrees taken into consideration.
This is the ratio of the lengths of 2 corresponding sides of two simial shapes. They must equal each other when simplified otherwise the 2 shapes are not congruent with each other.

Down

This is when a shape has sides that are of the same size and shape as each other. They have to be equal to each other to be considered this.
This is what happens when an angle measures more than 90 degrees but less than 180 degrees. The angle can be any degree between those two degrees but if it is on 90, 180, or anything before/after them then it qualifies as something else.
This is what happens when a shape is enlarged or shrunken at a fixed point. The shape should still be the same when reversed with the same dilation number since all the points remain congruent with each other.
These are 2 angles that when they are added together make a sum of 90 degrees. They are used when trying to figure out the number of degrees an angle is when given that it's a right angle and the other angle in it.
These are 2 angles that when they are added together make a sum of 180 degrees. This can be used when trying to find an angle when one is already known on a straight line, like same-side interior angles.
This happens when a shape is turned around a point or the origin and the shape keeps the points congruent with each other. When turned in the opposite direction for the same amount of degrees at the same fixed point, the image should still look the same.
This is when points or lines are on the same plane as other ones. This can be seen if vectors are parallels and the points lie on a straight line/plane. Postulate This is an accepted statement of a fact or logical reason that is used to figure out if something is what it seems to be. They define the basic rules that help with figuring out geometric figures and confirming if statements are true or not.
This is a shape that must have opposite sides and angles congruent along with the consecutive angles supplementary to each other. They also have diagonals that bisect each other which means that if one angle is right then all of them are because of these rules.
Something that cuts an object or line into 2 straight down the middle. Both of the things left over will be equal to each other.
This happens when a shape is pushed along the x or y axis alone with all the points inside of it. The shape slides each of the points the same distance in the same direction.
A figure that is formed by two rays that have a common endpoint. They can be found in all shapes and have certain rules to figure them out when needed.

PCR 4-3 Special Right Triangles -- Elaine Jiao Per 11 2020-12-10

PCR 4-3 Special Right Triangles -- Elaine Jiao Per 11 crossword puzzle

Across

the radian measure of theta in a special right triangle created on a unit circle with the coordinates being (1/2,√3/2)[Write π in word form]
cscθ is the _____ of sinθ
the radian measure of theta in a special right triangle created on a unit circle with the coordinates being (√3/2,1/2)[Write π in word form]
functions that are complementary angles, specifically in trigonometry.

Down

a circle with the radius of 1 and commonly used in trigonometry.
when a fraction is over ____ it is undefined.
the radian measure of theta in a special right triangle created on a unit circle with the coordinates being (√2/2,√2/2)[Write π in word form]
a measurement that commonly has pi in it.
a helpful mnemonic for memorizing trig functions.

9 Clues: cscθ is the _____ of sinθ • a measurement that commonly has pi in it. • when a fraction is over ____ it is undefined. • a helpful mnemonic for memorizing trig functions. • a circle with the radius of 1 and commonly used in trigonometry. • functions that are complementary angles, specifically in trigonometry. • ...

Trigonometry Vocabulary 2024-01-05

Trigonometry Vocabulary crossword puzzle

Across

Two angles that sum of measures equal 90 degreesIn a right triangle, the sum of the squares of the legs (2 shorter sides) is equal to the square of the hypotenuse - which is the longest side.
The side opposite the right angle; the side facing the reference angle; the leg across from the angle
The side next to the reference angle; the leg next to the angle; the side next to the reference angle in a right triangle
In a right triangle, the sum of the squares of the legs (2 shorter sides) is equal to the square of the hypotenuse - which is the longest side.
In a right triangle, the ratio of the length of the side opposite the angle divided by the hypotenuse; the opposite leg divided by the hypotenuse; the ratio of length of opposite divided by the hypotenuse
The angle between the horizontal and the line of sight to an object below the horizontal
A Greek symbol commonly used to represent an unknown angle
An angle of 90 degrees, a square is a symbol that shows you have a right angle

Down

The longest side of a right triangle
A triangle containing one angle that measures exactly 90 degrees
In a right triangle, the ratio of the length of the side adjacent to the angle divided by the hypotenuse; the adjacent leg divided by the hypotenuse; the ratio of length of adjacent divided by hypotenuse
A branch of mathematics that deal with the relationships between the sides of angles of triangles and the calculations based on these relationships
A ratio that describes a relationship between the sides and angles of a right triangle
The angle between the horizontal and the line of sight to an object above the horizontal
In a right triangle, the ratio of the length of the side opposite the angle divided by the length of the adjacent side; the opposite leg divided by the adjacent leg; the ratio of length of opposite divided by adjacent

15 Clues: The longest side of a right triangle • A Greek symbol commonly used to represent an unknown angle • A triangle containing one angle that measures exactly 90 degrees • An angle of 90 degrees, a square is a symbol that shows you have a right angle • A ratio that describes a relationship between the sides and angles of a right triangle • ...

TAG Teaser 166 - Chinese Food... 2022-02-14

TAG Teaser 166 - Chinese Food... crossword puzzle

Across

Chow ____, a Chinese-style dish of fried noodles with shredded meat or seafood and vegetables - one of the most popular Chinese dishes! (4)
This is a large, bowl-shaped frying pan used typically in Chinese cooking - it sounds like moving with your feet! (3)
Chicken _____ - These are small, round pieces of chicken, usually in a crispy coat of batter, which are very popular as a starter *PLURAL* (5)
Banana ______, the classic Chinese takeaway dessert of banana deep-friend in batter (7)
Char ___, a dish of finely sliced pork roasted and soaked in a sweet, savoury sauce (3)
Chicken and _________ soup, boiled chicken with these little bits of yellow maize makes for one of the most popular starters on the menu (9)
_____ Tea, this sounds like tea that is a colour which environmental campaigners would like! (5)
Bean _______, these are the long, stringy and crunchy seeds of certain beans, especially mung beans, used often in Chinese cooking *PLURAL* (7)
Dim ___, a selection of small Chinese dishes, featuring steamed or fried savoury dumplings containing various fillings. N.B. This word can also mean a mathematical amount! (3)

Down

______ Duck, slices of duck, roasted and cooked in a sweet red sauce, named after the old word for the Chinese capital city, Beijing (6)
This is a small round dumpling containing a savoury filling, hugely popular either hard and crispy, or cooked in the soup named after it (NOTE: can be one or two words; either 6 or 3,3)
Named after an old word for Guangzhao, this is both a Chinese language spoken in the south, or a style of cooking from that area (9)
Fried or boiled? No matter... these grains go well at the side of your main course! (4)
Chop ____, a Chinese-style dish of meat stewed and fried with bean 15-ACROSS, bamboo shoots, and onions, and served with 8-DOWN (4)
___ Sauce, a very popular dark sauce made from fermented beans (3)
Sweet and ____, one of the most famous Chinese flavours! (4)
Prawn _____, little triangles of bread, either baked or deep fried, very popular as a starter or as a Dim 16-ACROSS (5)
Spring _____, these yummy cylinders can contain vegetables or meat, and are deep-fried to make a very popular side dish *PLURAL* (5)

18 Clues: Sweet and ____, one of the most famous Chinese flavours! (4) • ___ Sauce, a very popular dark sauce made from fermented beans (3) • Banana ______, the classic Chinese takeaway dessert of banana deep-friend in batter (7) • Fried or boiled? No matter... these grains go well at the side of your main course! (4) • ...

Crossword Tool on Lab Elektronic Groub 1 2021-10-17

Crossword Tool on Lab Elektronic Groub 1 crossword puzzle

Across

is a tool used to melt lead. This tool has a slightly pointed iron tip, has a handle made of insulators
This tool provides sine waves, squares, triangles. box-shaped, gray color, medium size size hard texture, has buttons to regulate voltage and wave signal
A device that can convert AC current to DC, has an insanity size depending on the desired voltage output, has a cable terminal, has an on and off switch button, has an indicator light, there is a voltage gauge and current.
is a tool used to drill a PCB that has a tube shape, has a sharp end that can be replaced instead. heavyand cannot be moved.
A tool is used to tighten and loosen the bolts, has a tip that is shaped +/--, the size is large there is small, has a long iron rod, the handle is made of plastic or rubber.
The tool used to clamp small items, small shape has 2 flat ends, made of aluminum.

Down

Is an electronic instrument that captures and displays some signals from digital systems or digital circuits. has a box shape blocks are usually gray medium size, hard have a screen.
is a tool used as a place to assemble electronic components. This tool is rectangular sometimes box, has a small hole hole, white color
Is a tool used to cut and peel, has 2 sharp blade ends, has a handle made of rubber, its various sizes
A device used to regulate voltage, current, and resistance in electro. This tool is in the form of a box, has 2 cables that are +/-,there are needles for scale readings

10 Clues: The tool used to clamp small items, small shape has 2 flat ends, made of aluminum. • Is a tool used to cut and peel, has 2 sharp blade ends, has a handle made of rubber, its various sizes • is a tool used to melt lead. This tool has a slightly pointed iron tip, has a handle made of insulators • ...

Elements of Arts 2025-02-14

Across

This shape can create a sense of imbalance and tension and can evoke feelings of instability and dynamic movement.
These are the fundamental components or ingredients that artists use to create visual masterpieces.
This gives a visual sense of how an object depicted would feel if touched. It can make an object look hard, soft, rough, smooth, hairy, leathery, sharp, etc.
This line not only suggests a sense of height but also convesy the gravity of emotions. When a painting features this lines, it often suggests strong emotions.
It can be seen in the patterns of growth and decay in nature, in the shapes of seeds, plants, leaves, flowers, fruit, trees, and branches. It is also seen in the ephemeral forms of clouds and water.
This is the most basic element of art. When a line joins up, it forms an outline, which can create a shape. A shape can further become a form.

Down

This technique makes viewers see a painting of a beautiful garden on a wall as if there's an actual garden just beyond a window. It is a clever play on perspective and detail, creating an illusion of reality.
It is precise and regular, often conveying a sense of order and predictability. It has common names, such as circles, squares, rectangles, triangles, polygons, and so forth.
In space, this occurs when objects that are closer to the viewer prevent the view of objects behind them. This technique helps create a sense of depth and dimension in an artwork.
A tonal value that has more white in it.This results in lighter, brighter hues that can create a sense of airiness, light, and openness.

10 Clues: These are the fundamental components or ingredients that artists use to create visual masterpieces. • This shape can create a sense of imbalance and tension and can evoke feelings of instability and dynamic movement. • A tonal value that has more white in it.This results in lighter, brighter hues that can create a sense of airiness, light, and openness. • ...

FunCal 2022-06-04

Across

a rule or equation describing the relationship of two or more variables or quantities, e.g. A = πr2
the operation in calculus (inverse to the operation of integration) of finding the derivative of a function or equation
a mathematical statement or hypothesis which has been proved on the basis of previously established theorems and previously accepted axioms, effectively the proof of the truth of a statement or expression
the inverse operation to exponentiation, the exponent of a power to which a base (usually 10 or e for natural logarithms) must be raised to produce a given number, e.g. because 1,000 = 10³, the log_10 100 = 3

Down

the mathematical operation where a number (the base) is multiplied by itself a specified number of times (the exponent), usually written as a superscript an, where a is the base and n is the exponent, e.g. 4³ = 4 x 4 x 4
the branch of mathematics that studies the relationships between the sides and the angles of right triangles, and deals with and with the trigonometric functions
a branch of mathematics that uses symbols or letters to represent variables, values or numbers, which can then be used to express operations and relationships and to solve equations
the ratio of a circumference of a circle to its diameter, an irrational (and transcendental) number approximately equal to 3.141593
a measure of how a function changes as its input changes, i.e. the best linear approximation of the function at a particular input value, as represented by the slope of the tangent line to the graph of the function at that point, found by the operation of differentiation.

9 Clues: a rule or equation describing the relationship of two or more variables or quantities, e.g. A = πr2 • the operation in calculus (inverse to the operation of integration) of finding the derivative of a function or equation • the ratio of a circumference of a circle to its diameter, an irrational (and transcendental) number approximately equal to 3.141593 • ...

9 number of triangles in the flag 2022-09-30

9 number of triangles in the flag crossword puzzle

Across

Large marsupial
Likes to chase mice

Down

Has a trunk
Flying mammal
Man's best friend

5 Clues: Has a trunk • Flying mammal • Large marsupial • Man's best friend • Likes to chase mice

Mathematical Language Crossword 2013-08-07

Mathematical Language Crossword crossword puzzle

Across

an angle more than 180 degrees but less than 360 degrees
to times a number by another (verb)
to share one number into another (verb)
anything that uses a numeral
to minus (verb)
a field of mathematics in which shapes, angles and surfaces are studied
one number times another number
number a number that can only be divided by itself and 1
to plus (verb)
the longest side of a triangle
to take away an amount
any number lesser than zero
finding out the angles and lengths of triangles
a number multiplied by itself two times
a triangle with three sides of the same length, and three angles the same
one number plus another number
an angle measuring more than 90 degrees but less than 180 degrees
a mathematical statement which says two things are the same
the starting point of a graph, which has coordinates (0,0)
finding how many times one number appears in another
number all the positive numbers and zero
a flat shape with four sides all of the same length, containing four right angles
the result after putting two numbers together
a flat shape with three straight sides and three angles
how many times you multiply a number by itself

Down

equation an equation in which the variable is the power of a base number
angle an angle measuring 90 degrees
angle an angle measuring exactly 180 degrees
the plural for index
a triangle which has two sides of the same length
any number greater than zero
the vertical line on a graph
a flat shape with one side
a mathematical diagram showing the relationship between two variables on two axes
the result after taking a number away from another
no value
a number multiplied by itself three times
equations where numbers are represented by letters
the horizontal line on a graph
a part of a whole, expressed as one number divided by another
an angle measuring less than 90 degrees but more than 0 degrees
when dividing, the quotient is the answer
a flat shape with two sets of parallel sides, with one pair being longer than the other
the exponent, index
a part of a whole written as 0.33
the result of a mathematical equation
positive and negative numbers, including zero

47 Clues: no value • to plus (verb) • to minus (verb) • the exponent, index • the plural for index • to take away an amount • a flat shape with one side • any number lesser than zero • anything that uses a numeral • any number greater than zero • the vertical line on a graph • the longest side of a triangle • the horizontal line on a graph • one number plus another number • ...

mathematical terms 2014-01-10

Across

All individuals or items that belong to a group being studied
Three values that divide a set of data into four intervals with equal numbers of data
Time required for the quanity to duble in size,mass,or number
The length of time for which intersect is calculated before being accmulated
The value of an investment or loan at the end of the term
The time it takes for the quantity to decay or be reduce to half its intial amount
The term "____________________" refers to the middle value
A value that is "far away" from the other other values in a set of data
The value of the initial investment
Non-linear growth represented by an expoential relation and a graph with a upward curve
The longest side of a righ triangle
The relation between the lenght and the sides of their oppsite angles in any triangle
The middle vaule when a set of data from least to greastest
Data that can be distinict and can be counted
Non-linear growth represented by an exponential relation and a graph with a downward curve
The money paid on a loan or investment
Two sides and the angle in between are known,you must use ______
The________ of parabola is the point where the axis of symmetry and the parabola meet.
The value of an investment or loan on the date before the end of the term
the difference between the highest and lowest values

Down

A set of outcomes with the same result
A vertical line passing thorugh the vertex of a parabola.
The side that forms one arms of the angle being considered in the right triangle, but not he hypotense
Something that is meausred
The graph of a Quadractic relation is called ___________
A binomial of the form x^2- r^2
One round of a probability outcomes
A gorup of individuals or items that are representative of the population from which they are taken
The interest paid on the principal and its accumulated interest
The sum values in a set of data divided by the number of values in the set of data
A possible result of an experiment
Used to calculate lengths of sides and measures of angles in triangles
A survey contians ____ if it does not reflect the population
"________" can also be called x-intercepts
The value or attribute that occurs the most often in a set of data

35 Clues: Something that is meausred • A binomial of the form x^2- r^2 • A possible result of an experiment • One round of a probability outcomes • The value of the initial investment • The longest side of a righ triangle • A set of outcomes with the same result • The money paid on a loan or investment • "________" can also be called x-intercepts • ...

6th Grade Spelling Words Unit 3 - Number Prefixes 2014-09-23

6th Grade Spelling Words Unit 3 - Number Prefixes crossword puzzle

Across

A light vehicle consisting of a metal frame on which two wheels are mounted, one behind the other. It has a seat for the rider, who steers the front wheel by means of handlebars and drives the real wheel by means of pedals
Of extraordinary strength, size, power, etc.
Three children born at the same birth
Able to speak two languages equally well
The condition of being united into a single whole; oneness
To bring together or join so as to form a whole
Any optical devices, such as a microscope or a pair of field glasses, designed for use by both eyes at once and consisting of two small telescopes
Designating a gem, such as topaz, amethyst, or jade, that is less valuable than a precious stone
A punctuation mark (;) indicating a greater degree of separation between elements in a sentence than a comma
To break apart and be destroyed by an explosion
A school of higher learning that offers degrees and includes programs of study in graduate school, professional schools, and regular college divisions
A branch of mathematics concerned with calculations relating to triangles
Once every two months
Having no equal or equivalent; being the only one in kind
A group of three
All the matter and space that exists, considered as a whole, the cosmos

Down

Any muscle that has two points of attachment at one end, especially the large muscle at the front of the upper arm that bends the elbow
Happening twice each year; semiannual
1. A three-legged stand for holding a kettle pot over or near an open fire 2. A metal stand, usually with short legs, placed under a hot dish or platter
A game or match that precedes the final, as in a tournament
In music, the combination of two or more tones of the same pitch sounding at the same time
1. Of or having three parts; threefold 2. Three times as much or as many; multiplied by three
A 200th anniversary or its celebration
An arc of 180 degrees, a half of a circle
To support or establish the validity
To perceive, notice, or watch attentively
In the United States, equal to one thousand million; 1,000,000,000 or 10^9
A closed plane geometric figure formed by three points not in a straight line connected by three line segments
An adjustable stand with three legs, used especially to support a camera
To make into a unit; unite

30 Clues: A group of three • Once every two months • To make into a unit; unite • To support or establish the validity • Happening twice each year; semiannual • Three children born at the same birth • A 200th anniversary or its celebration • Able to speak two languages equally well • An arc of 180 degrees, a half of a circle • To perceive, notice, or watch attentively • ...

Unit 2 - Ratios & Proportions Vocabulary 2023-11-28

Unit 2 - Ratios & Proportions Vocabulary crossword puzzle

Across

the ratio between two directly proportional quantities; denoted as a k which is the ratio of y/x.
the amount of money paid or earned for the use of money by a bank or other financial institution; formula is I=prt.
the amount added to the original price.
a percentage paid or earned for services.
the ratio of size of the model to the actual size; ratio is model/actual.
a method to solve proportions by multiplying diagonals and setting them equal to each other.
ratios that have the same value; when simplified.
a measure of how one quantity changes in relation to another; ratio of the change in y-value to the change in x-value.
an equation stating that two ratios are equal.
a ratio expressed as a fraction of 100; often represented by the symbol %.
a positive percent of change.
an equivalent form of the percent proportion in which the percent is written as a decimal.
a comparison of two quantities.
a negative percent of change.
when part of the original figure matches up with part of a copy. These could be points, segments, angles or distances.
a percentage added to the the selling price.

Down

a relationship where ratios between quantities are constant or equal; represented by the equation y=kx.
tells how the measurements in a scale drawing represent the actual measurements of the object.
added to the total bill.
using the properties of similar triangles to find measurements that are difficult to measure directly.
used to represent an object that is too big or too small to be shown in its actual size; the dimensions of the object is proportional to the dimensions of the actual object.
the amount subtracted from the original price.
figures that have the same shape, but different sizes; sides are proportional & angles are equal.
the ratio of corresponding lengths in similar figures; it is used to enlarge or reduce similar shapes
graph will not pass through 0,0; no constant of proportionality
a ratio that compares two different kind of quantities.
one ratio or fraction that compares part of a quantity to the whole quantity; the other ratio is equivalent percent written as a fraction with a denominator of 100.
a ratio that compares the change in a quantity to the original amount.
a rate with a denominator of 1.
a copy of a figure where every length in the original figure is multiplied by the same number.

30 Clues: added to the total bill. • a positive percent of change. • a negative percent of change. • a rate with a denominator of 1. • a comparison of two quantities. • the amount added to the original price. • a percentage paid or earned for services. • a percentage added to the the selling price. • the amount subtracted from the original price. • ...

Unit 1/2 Word Search: Test Your Knowledge!! 2024-03-08

Unit 1/2 Word Search: Test Your Knowledge!! crossword puzzle

Across

This is parallel to the opposite side, and it is half the length of the parallel side. In order to calculate this, it is necessary to find the slope twice.
A quadrilateral that has 4 equal sides. The diagonals bisect at 90 degrees.
A three-sided shape that has multiple properties. It can be scalene, isosceles, and equilateral.
The perpendicular that descends from the triangle's vertex to its opposite side.
A value that can help you solve a problem, that makes the equation true.
A line that passes through the midpoint of a line segment and connects the lone at a right angle.
A property of the three side shape (that was listed) that has no equal sides.
A method of solving linear equations by replacing a variable with a different equation to solve for that variable.
Where the perpendicular bisectors connect at a common point. This word is similar to circumference.
A quadrilateral that is SIMILAR to a rhombus. However, there are 2 parallel sides, which are opposite.
A place where two lines intersect.

Down

The idea of having two or more linear equations working together. They can be parallel, perpendicular, or infinite.
The location where the triangle altitudes join.
A quadrilateral that has 4 sides that are equal in length. You must solve it by using distance.
A quadrilateral that has 2 pairs of parallel sides. Like the other quadrilateral, they bisect at 90 degrees, and their adjacent sides meet at right angles.
A method used to solve the system of equations. You either add or subtract the 2 equations together to get the equation of one variable.
Something that divides the median into a 2:1 ratio from the vertex of the triangles. The medians of a triangle intersect at this point. In order to verify this, you must solve it by using distance.
The average of the corresponding coordinates of the endpoints. You must divide the corresponding coordinates by 2.
A four sided shape that can be a square, a rectangle, a rhombus, a kite, a trapezoid, etc.
A property of a triangle that is 2 sides equal. To prove that a triangle is isosceles, you must solve using the length of a line segment.
A property of a triangle that has 3 equal sides.
A line segment that joins a corner of a triangle to the midpoint of the opposite side.

22 Clues: A place where two lines intersect. • The location where the triangle altitudes join. • A property of a triangle that has 3 equal sides. • A value that can help you solve a problem, that makes the equation true. • A quadrilateral that has 4 equal sides. The diagonals bisect at 90 degrees. • ...

Earth Science Crossword- Adeline and Isebelle 2025-05-15

Earth Science Crossword- Adeline and Isebelle crossword puzzle

Across

Naturally occurring inorganic solid
Instrument that records ground movement
Heat transfer in the mantle
what determines the intensity of a hurricane?
Point inside earth here an earthquake originates is the _____
Coarse-grained igneous rock found in continents
Instrument used to measure air pressure
Blue triangles is a ____ front
Fossils, Rocks, Puzzle fit, Glaciers
Rigid outer layer of the Earth
High pressure equals _____ weather
Opening in Earth that erupts lava
Crack where tectonic plates move
the ____ hardness scale
What killed the dinosaurs?
to find the streak of a rock you would use a __________
Fossil fuels, Natural gas, coal, oil are ______ energys
Red semicircles is a ____ front
Sedimentary rock often formed from shells
Tool used to measure temperature
Rock made from compacted particles
Preserved remains of ancient life
Mercury, Venus, Earth, Mars
Cave formation that hangs from the ceiling
Deep crack formed by diverging plates
Amount of water vapor in the air
Jupiter, Saturn, Uranus, Neptune
Rock formed from cooled lava
Layer of gases surrounding Earth

Down

Small particles deposited by wind or water
Giant wave caused by undersea disturbance
Spinning column of air reaching the ground
what causes more CO2
Movement of tectonic plates away from each other
P wave
Process where one plate sinks beneath another
Breakdown of rock by natural forces
Object in orbit used for weather monitoring
the ______ cycle is the continues movement of water
Heat and Pressure
Movement of tectonic plates toward each other
Landscape formed from dissolving limestone
water vapor to liquid water
Molten rock beneath Earth’s surface
Gas that protects Earth from UV radiation
Layer between Earth’s crust and core
Large moving mass of ice
Laying down of sediment in a new location
Low pressure equals _____ weather
Any form of water falling from clouds
Study of Earth’s physical structure and substances
Point on Earth’s surface above an earthquake
Center of the Earth
Study of rock layers
Cave formation that grows from the floor
Solar, wind, hydro, biomass are ______ energys
Solid with a repeating atomic pattern
Movement of weathered rock or soil
Boundary between two air masses
Study of Earth's structural features
Earth's outermost solid layer
Sudden shaking of the ground
S wave

63 Clues: P wave • S wave • Heat and Pressure • Center of the Earth • what causes more CO2 • Study of rock layers • the ____ hardness scale • Large moving mass of ice • What killed the dinosaurs? • Heat transfer in the mantle • water vapor to liquid water • Mercury, Venus, Earth, Mars • Sudden shaking of the ground • Rock formed from cooled lava • Earth's outermost solid layer • ...

AP FINAL EXAM 2025-05-29

Across

– Reciprocal of tangent
: Graphical representation of a function
: Cosine, sine, and tangent are _________ functions
: Angle measure in terms of π
– Trigonometric function starting at zero
– Trigonometric identity involving complementary angles
: A function that decreases throughout
: Two angles whose sum is 180°
: A triangle with all sides equal
: A measure of central angle in a unit circle
– Form Ax + By = C for linear equations
: A line that a curve approaches but never touches
: A pattern of values repeating
: Circle with radius of 1
: Sine and cosine graph curves are ___________
: A function that repeats at regular intervals
: A number’s distance from zero
: Logarithm with base e
: Inverse of sine
: The value approached as input approaches infinity
– Reference line in a coordinate system
: Quadrilateral with one pair of parallel sides
: The highest or lowest point on a graph
: A non-linear relationship
: The output value of a function
– Reciprocal of sine
: Inverse of cosine
: Length of a side opposite an angle
: The distance between max and min divided by 2
: A complete rotation is how many radians?
: Trigonometric function starting at max point
: An equation involving sine or cosine
– A mathematical statement comparing two expressions
– Reciprocal of cosine

Down

: Composition of two or more functions
: A triangle with one 90-degree angle
: A shift that reflects over x-axis
: The number of cycles in a given interval
– Inverse of an exponential function
: A function with a highest exponent of 2
: A set of points equidistant from a focus and a directrix
: Symbol for angle
– Behavior of a graph approaching a line
: Shape formed by combining two functions
: Measures the horizontal stretch
: A function that shifts left or right
: Another name for roots or zeros
: Arccos is also known as __________
: Symbol representing an unknown quantity
– Formed by two rays with a common endpoint
: The steepness of a line
: The change in y over change in x
: y = mx + b is the form of a __________ function
: The x-value when y = 0
: An expression without an equal sign
: A vertical shift in a graph
– To break an expression into products
: Sine of 90 degrees
: Relationship between sides of right triangles
: The set of all input values
: Constant ratio of circumference to diameter
: Ratio of opposite to hypotenuse

62 Clues: : Inverse of sine • : Symbol for angle • : Inverse of cosine • – Reciprocal of sine • : Sine of 90 degrees • – Reciprocal of cosine • – Reciprocal of tangent • : Logarithm with base e • : The x-value when y = 0 • : Circle with radius of 1 • : The steepness of a line • : A non-linear relationship • : Angle measure in terms of π • : A vertical shift in a graph • : The set of all input values • ...

socical studies choice board 2026-03-03

socical studies choice board crossword puzzle

Across

a people who broke away from the empire of Mali and eventually built their own vast empire in West Africa
an account of the line of ancestry within a family
payment made by one ruler or country to another for protection or as a sign of submission
one or a number of simple shapes, such as triangles, squares, or circles
to be sympathetic and accepting of what others believe or do, even if those ideas differ from your own
to examine or think about carefully
a talented poet-musician of the Mande people, who tells stories, sings songs, and recites poems to share history
to change one’s belief on something
a family line traced through the mother
a technique in which shaped pieces of fabric are attached to a background fabric to form a design or picture
the process of melting ore to produce iron or other metals from it
an economic good; something useful or valued
a story that is passed down orally and becomes part of a culture’s tradition
functioning in the best way, with very little or no waste
to say what will happen in the future, based on experience or reason
the process in which a liquid, such as water, turns into a gas
a medieval civilization and empire in West Africa

Down

a large, hot desert in North Africa that covers about 3.5 million square miles
to slowly change over a long period of time
a zone of semidesert, south of the Sahara, where short grasses, small bushes, and a few trees grow
an ancient West African city built along the Niger River
to be completely committed to something; loyal
a family line traced through the father
the study of wisdom, knowledge, and the nature of reality
the longest river in West Africa, and a kind of trading highway in early times
a vegetation zone of tall grasses and scattered trees, with a long rainy season
a West African empire ruled by the Mande that became a major crossroads of the Islamic world
a society or organization founded for a religious, educational, social, or similar purpose
a series of actions that produce a certain result
a people living in West Africa in the 500s B.C.E. who mastered ironworking
an item left by an earlier culture

31 Clues: an item left by an earlier culture • to examine or think about carefully • to change one’s belief on something • a family line traced through the father • a family line traced through the mother • to slowly change over a long period of time • an economic good; something useful or valued • to be completely committed to something; loyal • ...

Pre-Calc Vocab Project 2024-07-10

Across

The set of possible inputs for a given function(x values)
half of the perimeter. Used to find the area of a triangle when s-s-s is known.
opposite/hypotenuse
the point (0,0) on a rectangular coordinate system.
the inverse function of an exponential which is used to find missing values of powers when the base and final number are known.
Standard unit of measurement for an angle
logarithmic function with the base of euler’s number
a function that is defined on a sequence of intervals.
the line which a given curve approaches but never touches or crosses.
opposite/adjacent
triangles which do not contain a right angle(90 degrees)
the value that a function approaches as the input approaches a specified value
a function in its most basic form
hypotenuse/adjacent
named after German mathematician Bernard Riemann, it is used to approximate the area under a curve over an interval by dividing it up into rectangles.
hypotenuse/opposite

Down

description of changes to a parent function
adjacent/hypotenuse
irrational expression which can be expressed as 2.71828….
a circle that has a radius of 1 unit and is centered at the origin
an expression that defines a relationship between two variables(usually x & y or f(x) and x)
sin, cosine, tangent, cotangent, secant, & cosecant
the space (usually measured in degrees or radians) between two rays
adjacent/opposite
A point in which the function does not exist
the edge of a geometric figure
The set of possible outputs for a given function(y values)
the eighteenth letter of the greek alphabet used to describe mathematical sums
the square of a side of a triangle equals the sum of the squares of the remaining sides minus twice the product of those sides and the cosine of the angle between them.
When rewriting 𝑓 ( 𝑥 ) as a piecewise function, _____ is the interval over which each line is defined
The angle made by taking the radius and wrapping it round the circle.
a triangular arrangement of numbers that gives the coefficients in the expansion of any binomial expression
the ratio of each side of a plane triangle to the sine of the opposite angle is the same for all three sides and angles.
f^-1

34 Clues: f^-1 • adjacent/opposite • opposite/adjacent • adjacent/hypotenuse • opposite/hypotenuse • hypotenuse/adjacent • hypotenuse/opposite • the edge of a geometric figure • a function in its most basic form • Standard unit of measurement for an angle • description of changes to a parent function • A point in which the function does not exist • ...

Chapter Two 2016-04-20

Across

effects: Add pattern and texture to a background
Letters display prominently by adding a ____ behind text
Hold shift key and drag Rectangle shape to draw a ____
properties: your name, class name, and keywords
fills: Picture or ____ uses a specific file to simulate material
Colors button: On the Design tab; contains a square with four colors
options: repeat the background image
Holding the shift key while dragging draws a ____
increments: Brightness and contrast are changed in predefined ____
weight: Line thickness
Semi-transparent images; visible when held up to a light
Shadows, reflections, glow, bevel, and 3-D rotation
The Transparency slider setting of 0 is fully ____
finish: gives a dull and rough effect
Format Painter changes mouse to a ____
fill: Color shade gradually progressing to another shade
Font Size buttons: Enlarge the selected characters in predetermined amounts
Determines the overall lightness or darkness of image
Painter: Allows you to copy formatting from object to object
The Transparency slider setting of 100% is fully ____
Named group of formatting characteristics
Offer rules and style guidelines

Down

Content that makes up the interior of a shape
gallery: provides a variety of symbols
outline: Exterior border surrounding each letter or symbol
view: Click File on the Ribbon to open the ____
intensity: can be modified by changing the brightness and contrast
To move background from the slide borders by percentage
handle: Green circle attached to the selected graphic
fill : one color used throughout the entire slide
shapes: Circles, squares, and triangles
colors: Colors for secondary features on a slide
Difference between the darkest and lightest areas of image
edge: Angled and gives the effect of a three-dimensional object
Font Size buttons: Reduce the characters' size in the same predetermined point sizes
slide: introduces the presentation to the audience
Allows you to see through the background
color: Fundamental color of a PowerPoint slide
rectangle: a selected graphic appears surrounded by this
Decorative effects for text
handles: Small squares and circles found on a selection rectangle
By default, PowerPoint ____ the first word of a paragraph
Sought to create works independent of language
slider: indicates the amount of opaqueness
color: Contrasts with the background color of the slide
preview: not an option with the background textures and fills

46 Clues: weight: Line thickness • Decorative effects for text • Offer rules and style guidelines • options: repeat the background image • gallery: provides a variety of symbols • finish: gives a dull and rough effect • Format Painter changes mouse to a ____ • shapes: Circles, squares, and triangles • Allows you to see through the background • ...

1st Semester VOCAB 2017-12-06

Across

The _______ of the exterior angles of a n-gon is 360 degrees
at least one diagonal is outside the polygon in order to make this
a polygon that is equiangular and equilateral
begins at a point and extends infinitely in one direction
same size and shape
line segment that connects two nonconsecutive vertices
CPCTC: "__________ part of congruent triangles are congruent"
The sum of the angles in a _________ is 1,080 degrees
A point where two angles begin or meet
segment that consists of two endpoints & all points between them are collinear
Property in a proof that states that AB = AB
Segment that connects one midpoint to another midpoint.
a line that intersects a circle at one point
a line segment joining a vertex to the midpoint of the opposing side
two lines that do not intersect and are coplanar
A triangle can be constructed if the sum of its two sides is _________than the third
point of concurrency for the angle bisectors in a triangle
A _______ is a way to show something is true
triangle that has all three angles measuring between 0 and 90 degrees

Down

triangle whose angles and sides are all different
This is an example of the longest chord in a circle
angles that share a vertex and common side & forms a line
if the measure of an angle is 30 degrees, the measure of its ______ angle is 330 degrees
a line segment whose endpoints lie on the circle
intersection that forms 90 degree angles
point of concurrency for the altitudes in a triangle
when a set of lines has a point in common
a line segment through a vertex and perpendicular to a line containing the base
two angles whose sum is 90 degrees
formed by two rays that share a common endpoint
on the same line
on the same plane
congruent angles formed by two intersecting lines; share a common vertex; no common side
divides segment or angle into two congruent parts
point on a segement that is the same distance from both enpoints
This is half of the diameter
arc that is larger than a semicircle
Pairs of angles that share a vertex and common side & forms a line
the sum of the two ______ interior angles is equal to the exterior angle
SSA and ________ cannot prove triangle congruency

40 Clues: on the same line • on the same plane • same size and shape • This is half of the diameter • two angles whose sum is 90 degrees • arc that is larger than a semicircle • A point where two angles begin or meet • intersection that forms 90 degree angles • when a set of lines has a point in common • Property in a proof that states that AB = AB • ...

radio 2017-08-17

Across

in radio amateur use, bi-directional communication on a single frequency
passive two-terminal electrical component that stores electrical energy in a magnetic field when electrical current flows through it
the direction of a magnetic or electrical field
a device used to store an electric charge, consisting of one or more pairs of conductors separated by an insulator
an electronic circuit (or computer program in a software-defined radio) that is used to recover the information content from the modulated carrier wave
used for measuring the input impedance of antenna systems in radio applications
the process of configuring an instrument to provide a result for a sample within an acceptable range
the layer of the earth's atmosphere which contains a high concentration of ions and free electrons
an arrangement of resistors which reduces the strength of a radio or audio signal
one or more cells, in which chemical energy is converted into electricity and used as a source of power
an array of dipole antennas mounted in such a manner that every element of each antenna is in an extension, with respect to its long axis, of its counterparts in the other antennas in the array, usually mounted vertically in order to increase overall gain and directivity in the horizontal direction

Down

used when it is possible to transmit and receive simultaneously
an electronic device that can increase the power of a signal
the measurement of a network of triangles in order to determine distance and relative positions of points spread over an area
the behaviour of radio waves as they travel from one point to another
an aerial consisting of two poles or sections to the radiating element - in its most common it is a half-wavelength long at the frequency of operation
used to generate electricity, or one that is used to make chemical reactions possible by applying electricity
a horizontal dipole fed at the centre with parallel wire transmission line
two concentric conductors separated by an insulator
an instruments for converting sound waves into electrical energy
an electrical component that limits the flow of electrical current in a circuit
a conductive substance with a low melting point used to connect components in a circuit
typically an electrical transformer used to connect an unbalanced circuit to a balanced one
a specific range of frequencies in the radio frequency spectrum

24 Clues: the direction of a magnetic or electrical field • two concentric conductors separated by an insulator • an electronic device that can increase the power of a signal • used when it is possible to transmit and receive simultaneously • a specific range of frequencies in the radio frequency spectrum • an instruments for converting sound waves into electrical energy • ...

Critique Vocabulary 2013-02-28

Across

A color or shade of color.
Source Direction and quality of light illuminating the photographed scene.
Light A light source that comes from a scattered light source as from a cloudy sky, or light bulb under a lamp shade.
The range of tones from dark to light.
The rough image cast by an object
How a surface feels.
The vantage point from which the photograph was taken; generally used when discussing a photograph taken from an unusual or exaggerated vantage point.
The arrangement or structure of the formal elements that make up an image.
The subject, topic or information captured in a photograph.
Direct light as from the sun or a bare light bulb. Specular light sources create hard lined shadows.
Movement How the viewer’s eye moves around within the frame of the photograph.
The entire area that makes up the photograph. Can refer to the depth or shallowness of the image. Negative space and positive space make up the whole picture. Spatial illusions can create depth or lack thereof.

Down

of View The place from which a photographer takes a photograph.
The overall design of a photograph.
of Field The range of allowable focusing error which will still produce an acceptable sharp image.
of Interest The objects(s) which appears most prominently and/or most clearly focused in a photograph.
The areas that appear clearest or sharpest in the photograph.
Shape Shape based on natural objects such as trees, mountains, leaves, etc.
The main object or person(s) in a photograph.
The difference in darkness or density between one tone and another. Strong visual differences between light and dark, varying textures, sizes, etc.
The intensity of light multiplied by the length of time it falls on a light-sensitive material; specifically, the combination of shutter speed and aperture.
The distribution of visual elements in a photograph. Symmetrical balance distributes visual elements evenly in an image. Asymmetrical balance is found when visual elements are not evenly distributed in an image.
shape Simple rectilinear or curvilinear shapes found in geometry, such as circles, squares, triangles, etc.
Lines or shapes occurring over and over that create a pattern.
An image that emphasizes formal elements (line, shape, etc) rather than specific, recognizable objects.
Something distinguished from its surroundings by its outline.
What the photographer has placed within the boundaries of the photograph.

27 Clues: How a surface feels. • A color or shade of color. • The rough image cast by an object • The overall design of a photograph. • The range of tones from dark to light. • The main object or person(s) in a photograph. • The subject, topic or information captured in a photograph. • The areas that appear clearest or sharpest in the photograph. • ...

7th Math OCCT "Memory Jogger" 2013-04-15

7th Math OCCT "Memory Jogger" crossword puzzle

Across

Triangle with no congruent sides
When solving equations, the operation that will 'undo' multiplication
Quadrilateral that only has one pair of parallel sides
Put all of the data in numerical order, then pick the middle value
When 2 ratios are equal; you can use 'cross-products' to solve it
The graph of the inequality x > -6 points this way
Figures that are same shape, different size
Calculate the percentage value, then subtract from original price
Positive & negative numbers, and zero
With integers, 1 of the 2 operations when you use our "Happy/Grumpy" rule
The 2nd thing we do in Order of Operations
Graphing a "less than or equal" sign uses a _____ circle
With integers, the operation when you "Keep-Change-Change"
The y-intercept is the place on the y-____ where a graphed line crosses
A shape on a coordinate plane makes a mirror image across an axis
What you do to 2 fractions to see if they are equivalent ratios
8x + 9 = 41 is an example of a ___-step equation
Adding all the sidelengths of a shape
Calculate the percentage value, then add to original price
Quadrilateral that looks like a diamond
The most frequently occurring value(s) in a data set

Down

A graphed line that is going up is a _____ relationship
Base & _____ are needed to calculate area of triangles & parallelograms
On a circle, this is half of the diameter
To compare fractions, you need to have this in common
36 is an example of a ____ square
Triangle with all 3 angles less than 90 degrees
When 2 angle measures are added to form 180 degrees
A shape on a coordinate plane is slid up/down and/or left/right
Another word for perimeter of a circle
We find corresponding & alternate interior angles on parallel lines cut by a ______
To change a percent to a decimal, move the decimal point 2 places this way
With integers, the operation when you use "Same signs, add & keep..." song
In a data set, the high value minus the low value
Equal, or same
Comparison of 2 numbers by division
With PEMDAS, you always multiply before divide; True or False?
Also known as 'average'
When paying for dinner, this is a percentage of your meal that you add on
A shape on a coordinate plane gets bigger or smaller
The square ____ of 81 is 9
Rise over Run

42 Clues: Rise over Run • Equal, or same • Also known as 'average' • The square ____ of 81 is 9 • Triangle with no congruent sides • 36 is an example of a ____ square • Comparison of 2 numbers by division • Positive & negative numbers, and zero • Adding all the sidelengths of a shape • Another word for perimeter of a circle • Quadrilateral that looks like a diamond • ...

Elements and Principles of Art and Design 2013-01-31

Elements and Principles of Art and Design crossword puzzle

Across

The amount of depth in an artwork. Around, between, above, inside, outside are all words we use to describe this element. Can be used in both 2D and 3D artworks.
The assortment of different elements in a work of art. These differences create interest and contrast.
This is created when attention is drawn to one or more parts of a design. The point where the viewers eye is immediately drawn. Also known as the focal point.
This adds excitement to an artwork. This principle directs the eye through the artwork. The element of line is especially helpful to this principle.
This refers to the relationships of size in an artwork. Also known as scale.
Both sides of a design do not match, but are still visually balanced.
How bright or dull a color appears.
This happens when there are large difference between elements in an art work. (Ex. hot vs. cool colors or light vs. shadow or geometric vs. organic shapes.)
The most basic element of art. Has thickness, direction, and movement, can be interrupted and show emotion in a work of art.
When a line crosses over itself. Is either geometric or organic.

Down

Adding black to a color.
This is the 3D quality of a shape. Cubes, spheres, and pyramids are examples of this. Can be both geometric and organic.
The guidelines to assist in organizing the elements in a work of art.
When divided in two, both halves of design match or are very similar.
This is the sense of stability in an artwork or the appearance of evenness in a design.
Has three main properties- hue, value, and intensity.
The seven basic building blocks of visual art. You can't make art with out at least one.
Free formed usually reflecting nature and have no definite name.
Mathematical and easily reproduced such as squares, triangles, circles, etc.
Simply the name of a color. (red, green, orange)
texture. The way something looks like it feels. It is created by artists and is shown visually in an artwork.
The surface quality or "feel" of a an object ( rough, smooth soft, etc.)
This is the sense that all parts belong together in a work of art creating harmony, wholeness.
texture. The texture you can physically feel.
The range of lightness to darkness of colors or black, white and all the tints and shades between.
Adding white to a color.

26 Clues: Adding black to a color. • Adding white to a color. • How bright or dull a color appears. • texture. The texture you can physically feel. • Simply the name of a color. (red, green, orange) • Has three main properties- hue, value, and intensity. • Free formed usually reflecting nature and have no definite name. • ...

Art history crossword 2023-11-16

Across

What is a rich outer robe or shawl worn by women in ancient Greece, hanging in loose folds and sometimes drawn over the head.
- the ancient writing system of Mesopotamia, Persia, etc. - would be inscribed in clay tablets
Smile - An expression that reveals what era a sculpture would be from.
Also known as the Flavian Amphitheater, this iconic Roman structure was commissioned by Emperor Vespasian and completed around 80 CE. It could hold up to 50,000 spectators and is a prime example of Roman engineering and architectural innovation.
What system did the Byzantines for dome making, by placing a dome over a square, and making 4 curved triangles?
Large sarcophagus dating to the 3rd century CE, depicting a battle between Romans and Goths. The detailed relief carvings reflect the chaotic state of the Roman Empire during this time, mirroring the instability of the era. Fill in the blank ___Battle Sacrophoagus
- central hallway of the church, intended for accommodating congregations
- delicate, translucent drapery, reveals the shape of the figure underneath
- most prolific Byzantine emperor
- An archaic Egyptian representation of male youth.
-- the color of royalty

Down

- Ancient Greek vase with two handles and a narrow neck
-First name of the emperor on a Bronze statue from Rome, circa 175 CE, depicting Emperor on horseback. The monumental image reflects his reforms and contributions to Western democracies, showcasing a moment of clemency toward a captive
- A way of directing devotees to move in a circular way through a space in order to gain a higher spiritual understanding.
- a stance in which the weight is carried on one side of the body, revealing a relaxation of the body and potential for movement
- The Buddhist’s word for reaching enlightenment
- the crackdown on religious images in early Byzantium
- a square space between the triglyphs in a doric frieze
a dome-shaped structure erected as a Buddhist shrine
- The last era of Greek art that brought expression and less idealism to its art.
- The term for what Greeks called themselves
Once had the name Siddhartha Gautama
an Ancient Greek cup with a rounded base and thin stem to support
- halo behind Buddha, ‘light of glory,’ divinity
- rounded end of a church, domed ceiling, represented the head of Jesus on the cross
How many scenes does the art piece The life and Death of the Buddha, frieze from Gandhara, Pakistan,
-- architectural style did the Arch on constantine employ?

27 Clues: -- the color of royalty • - most prolific Byzantine emperor • Once had the name Siddhartha Gautama • - The term for what Greeks called themselves • - The Buddhist’s word for reaching enlightenment • - halo behind Buddha, ‘light of glory,’ divinity • - An archaic Egyptian representation of male youth. • a dome-shaped structure erected as a Buddhist shrine • ...

Geometry A Unit 5 Vocabulary 2020-12-08

Geometry A Unit 5 Vocabulary crossword puzzle

Across

lines that lie in the same plane and do not intersect
an equation that states that two ratios are equal to each other
in a dilation, the constant ratio between the distance from the center of dilation and a point on the image and the distance from the center of dilation and the corresponding point on the pre-image
in a dilation, the fixed point that is collinear with each point on the pre-image and the corresponding point on the image
a transformation of the plane that preserves angle measures
the identification of a relationship using multiplication and the prediction of the value of one quantity based on the value of another
a comparison of the relative sizes of two quantities
a line segment that has direction
triangles that have corresponding angles that are congruent and corresponding side lengths that are in proportion

Down

a pair of sides that have the same relative position in two congruent or similar figures
a point that marks the beginning or the end of a ray or line segment
a geometric shape before a transformation occurs
a one-to-one mapping of all the points of one figure to another figure in a plane
for two positive numbers, a and b, the positive number x that satisfies a/x = x/b
a point on a line segment that is equidistant from the two endpoints
a pair of angles that have the same relative position in two congruent or similar figures
two or more polygons in which corresponding angles are congruent and the lengths of corresponding sides are in proportion
a segment that connects the midpoints of two sides of a triangle
in a polygon, a perpendicular segment from a vertex to the opposite side or to the line containing the opposite side
in a plane, a transformation in which each point on the image lies on the same line as the corresponding point on the pre-image and a fixed point called the center of dilation, and results in an enlargement or reduction of a figure
the side of a right triangle that is opposite the right angle and is always the longest side of the triangle
the result of a transformation of a geometric shape
in a right triangle, either of the two sides forming the right angle

23 Clues: a line segment that has direction • a geometric shape before a transformation occurs • the result of a transformation of a geometric shape • a comparison of the relative sizes of two quantities • lines that lie in the same plane and do not intersect • a transformation of the plane that preserves angle measures • ...

JL's (Actually Possible?!) Trigonometry Crossword 2024-03-20

JL's (Actually Possible?!) Trigonometry Crossword crossword puzzle

Across

(leave out “angle”) acute angle between the terminal side of theta and x-axis
(leave out “angle”) angle which the terminal side lies on an axis
the set of all “x” or independent/input values of a function
(leave out “angles”) two angles that add up to 90 degrees
(no spaces) a circle centered at the origin with the radius of 1 unit
(not statistics) the set of all “y” or dependent/output values of a function
2pi/omega, how long one complete cycle is
inverse function of sine
(leave out “identities”) trigonometric identities derived from the a^2+b^2=c^2 formula
|A| in a sinusoid, controls the height of a wave, also known as “stretch factor”
(leave out “shift”) -phi/period, controls the shift right or left
opposite/adjacent
(leave out “side”) side where the angle (moving away from the initial side) stops
1/cosine
opposite/hypotenuse
cosine/sine
(leave out “angles”) two angles that add up to 180 degrees
modification of an existing graph to produce another graph (ex. reflection/dilation/translation)

Down

(leave out “shift”) B in a sinusoid, controls the shift up or down, also known as “baseline”
math dealing with the relationships between the sides and angles of triangles (more specific than geometry)
4 regions of a graph separated by the x and y axis (named respectively: I, II, III, IV)
(write 2pi before the letter) a letter commonly multiplied with 2pi to express all solutions
not the anatomy term– waveform of a trigonometric sine function
adjacent/hypotenuse
unit of angle measurement denoted as RAD
inverse function of cosine
(leave out “value”) a value that is known with complete certainty (ex. 0.33 is not, ⅓ is)
a number related to another because they multiply to 1 (ex. sec to cos)
unit of angle measurement denoted as DEG
part of a line with a fixed starting point that extends infinitely in one direction
inverse function of tangent
8th greek letter of the alphabet (spelled out) as a placeholder for an unknown angle
1/sine
period/4
(leave out “angles”) angles with the same terminal and initial side, but has different values (360deg or 2pi more/less)
figure formed by two lines or rays that share a common vertex

36 Clues: 1/sine • 1/cosine • period/4 • cosine/sine • opposite/adjacent • adjacent/hypotenuse • opposite/hypotenuse • inverse function of sine • inverse function of cosine • inverse function of tangent • unit of angle measurement denoted as RAD • unit of angle measurement denoted as DEG • 2pi/omega, how long one complete cycle is • (leave out “angles”) two angles that add up to 90 degrees • ...

Wall Art & Mirrors 2023-02-16

Across

a beachy white style + tiny rocks
opposite of smooth + coastal inlet
opposite of first + say hello with hand
a defined abdomen + digestive ______ + sedimentary rock
persons participating in riding catching waves + "A Room with a ______" is a 1980's film starring Maggie Smith, Helena Bonham Carter, Julian Sands and Daniel Day-Lewis
to teach on the job, you throw someone in the _________.
colour of traditional wedding dress + navigational aid for sailors (but resides on land)
not North + busy place on a weekend of 30 degrees
gate _____ (uninvited, but turn up) + a periodic disturbance through a medium
turbulent, blustery wild weather + syn: ocean
gradually grow faint (past) + main love interest in Mama Mia
a store known for colourful bedding. Rhyme: the many strands you have on your head
greek god of sun.
area behind coast, or shoreline of river
_____ Stardust by David Bowie
Italy, Germany and France are ______ countries + boundary of land and sea
Frankie is to frank, like _____ is to Ove.
military pants + tan/green colour. When there are pretty colours in the sky to the West, it's a _________.
Friend on Facebook, _____ on Instagram. + an infinitely long object with no width or depth (geometry)
syn: unsurpassed + syn: loved deeply

Down

a city in Southern California known for spas, hotels and style
rhyme: Dolly Parton song "_____, _____, ______, ________ I'm begging of you please don't take my man"
plant used for sugar production: sugar _____. + a curved doorway
to receive consent, you first must _____.
opposite of rainy + coastal inlet
Bob _____ sang "Mr Tamborine Man", "Blown' in the wind" and "Like a Rolling Stone"
post morning, pre evening + I can only live where there is light, but I die if the light shines on me
syn: handmade, hand_______ + caloquial for squares, circles, triangles etc.
A beach city in LA and a song by Miley Cyrus + the NZ equivalent to Foxtel
a network of lines that form squares
Cover me in ________, shower me with good times (PINK)+ to avoid taxes people have an off-______ account.
"where is my mind" artist + syn: more than
opposite of straight + used to keep boat to dock
a shallow wave caused by gravitational pull between sun, moon, earth. In folklore, meant Tsunami
a misogynist recently arrested in Romania: Andrew ______.
River, Ocean, Forest etc + No concrete existence
a very common french name (male)
____ & arrow + syn: lair
actor in "21 Jump Street", "Magic Mike" and "Dear John"

39 Clues: greek god of sun. • ____ & arrow + syn: lair • _____ Stardust by David Bowie • a very common french name (male) • a beachy white style + tiny rocks • opposite of rainy + coastal inlet • opposite of smooth + coastal inlet • a network of lines that form squares • syn: unsurpassed + syn: loved deeply • opposite of first + say hello with hand • ...

Radiation Protection 2025-02-18

Across

1/12th the mass of an atom of Carbon-12
Neutron ________ occurs when a nuclide decays and ejects a neutron
Region in which if voltage increases there is no increase in pulse height
Minimum cubic foot required for alpha air sample
In EDEX; weighting factor is .10 for this body location
System that maintains reactor water purity to limit chemical and corrosive action
Part of a valve that mates with the body and supports the stem, disk and actuator
"If the calculated sum of the ______ is greater than or equal to 1.0 then Part 37 applies."
System that further reduces activity levels or gaseous waste
"Risky" attitude; not taking extra steps to obtain more information
Mid-energy photon interaction
Scintillation detectors are good at detecting this type of radiation
curies, energy in MeV, photon yield %
maximum quantity of hazardous material for which there is specific labeling or packaging exception
reaction in which the nucleus of an atom splits into two or more smaller nuclei
Stop, think, act, review
type of contamination monitor sensitive only to gamma radiation; used for items
Regulates the transportation of radioactive materials
____ work authority is the right and responsibility of all employees at CNS.
annual limit on intake
Analysis, Design, Development, Implementation, Evaluation
to "clean up" contamination
Inheritable change produced by the absorption of ionizing radiation
used for large area smears
Quantity that relates to the activity levels in which leak testing of a source is not required.

Down

record that provides evidence of business-related activities
In semi-conductors; the _______ band is the lower band of allowed states.
a medium which will stop or effectively attenuate radiation
Significant Operating Experience Report
System used for emergency core cooling for small and intermediate line breaks
Solving for length of right triangles
model of instrument sensitive to beta and alpha radiation; used for personnel
collected, typically on charcoal filters
Energy stored in an object
Minimizes IGSCC
As low as reasonably achievable
In gamma spec; centerline of the peak
Same number of protons
Effective Dose Equivalent External
Dry Cask Storage
EDE+CEDE
Underwater GM detector
__________ and Feed Water system provides dependable, high-quality supply of makeup water to the reactor.
Acronym for RP response during a radioactive spill
A person who authorizes entry into primary containment during reactor power operations.

45 Clues: EDE+CEDE • Minimizes IGSCC • Dry Cask Storage • Same number of protons • annual limit on intake • Underwater GM detector • Stop, think, act, review • Energy stored in an object • used for large area smears • to "clean up" contamination • Mid-energy photon interaction • As low as reasonably achievable • Effective Dose Equivalent External • Solving for length of right triangles • ...

Critique Vocabulary 2013-02-28

Across

What the photographer has placed within the boundaries of the photograph.
Direct light as from the sun or a bare light bulb. Specular light sources create hard lined shadows.
The overall design of a photograph.
The intensity of light multiplied by the length of time it falls on a light-sensitive material; specifically, the combination of shutter speed and aperture.
The vantage point from which the photograph was taken; generally used when discussing a photograph taken from an unusual or exaggerated vantage point.
Movement How the viewer’s eye moves around within the frame of the photograph.
of Interest The objects(s) which appears most prominently and/or most clearly focused in a photograph.
of Field The range of allowable focusing error which will still produce an acceptable sharp image.
Light A light source that comes from a scattered light source as from a cloudy sky, or light bulb under a lamp shade.
of View The place from which a photographer takes a photograph.
The arrangement or structure of the formal elements that make up an image.
How a surface feels.
Shape Shape based on natural objects such as trees, mountains, leaves, etc.
Something distinguished from its surroundings by its outline.
The range of tones from dark to light.

Down

The difference in darkness or density between one tone and another. Strong visual differences between light and dark, varying textures, sizes, etc.
The rough image cast by an object
Source Direction and quality of light illuminating the photographed scene.
The main object or person(s) in a photograph.
The distribution of visual elements in a photograph. Symmetrical balance distributes visual elements evenly in an image. Asymmetrical balance is found when visual elements are not evenly distributed in an image.
Lines or shapes occurring over and over that create a pattern.
shape Simple rectilinear or curvilinear shapes found in geometry, such as circles, squares, triangles, etc.
An image that emphasizes formal elements (line, shape, etc) rather than specific, recognizable objects.
A color or shade of color.
The subject, topic or information captured in a photograph.
The areas that appear clearest or sharpest in the photograph.
The entire area that makes up the photograph. Can refer to the depth or shallowness of the image. Negative space and positive space make up the whole picture. Spatial illusions can create depth or lack thereof.

Kaylee's Crossword! 2014-02-11

Across

circle is any straight line segment that passes through the center of the circle and whose endpoints lie on the circle. It can also be defined as the longest chord of the circle
triangle: has an angle greater than 90%
exact position or location on a plane surface
objects with negligible width and depth. Lines are an idealization of such objects line segment
angles having the same vertex and having a common side between them.
angleAn angle whose measure is between 0° and 90°.
The idealized ruler
figure formed by two rays, called the sides of the angle, sharing a common endpoint, called the vertex of the angle
angles: when two angle cross by another line
rectangular, square, circular or semicircular measuring instrument, typically made of transparent plastic or glass, for measuring angles.
the linear distance around the edge of a closed curve or circular object.
a nine sided shape
traditionally a plane figure that is bounded by a finite chain of straight line segments closing in a loop to form a closed chain or circuit.
interior angles: when two lines are crossed by one another
A chord of a circle is a geometric line segment whose endpoints both lie on the circle. A secant line, or just secant, is the line extension of a chord.
linesalways the same distance apart (called "equidistant"), and will never meet
all about shapes like lines, circles and triangles ... shapes that can be drawn on a flat surface

Down

side angle
quadrilateral with four right angles collinear points
a line that starts at a given point and goes off for ever in some direction.
middle point in a line segment
simple quadrilateral with two pairs of parallel sides square: 4 sided shape. all the sides are equal
triangle: triangle that has two sides of equal length
polygon with seven sides and seven angles
lines
figures or objects that have the same shape and size, or if one has the same shape and size as the mirror image of the other.
5 sided shape
8 sided shape.
circle or sphere is the length of a line segment from its center to its perimeter
triangle
angles:
a plane shape
quantity that expresses the extent of a two-dimensional surface or shape, or planar lamina, in the plane.

33 Clues: lines • angles: • triangle • side angle • 5 sided shape • a plane shape • 8 sided shape. • a nine sided shape • The idealized ruler • middle point in a line segment • triangle: has an angle greater than 90% • polygon with seven sides and seven angles • angles: when two angle cross by another line • exact position or location on a plane surface • ...

MIXED MATHS 2019-12-10

Across

A line with a start point but no end point (it goes to infinity)
interest Where interest is calculated on both the amount borrowed and any previous interest.
Curved outwards
root a value that, when multiplied by itself, produces a specified quantity
A number says how many times to use that number in a multiplication
number any number that can be written in the form of a+bi
for any two points in the interval a positive change in x results in a zero change in f(x)
a positive change between size or quantity
The ratio of a circle's circumference to it's diameter
An expression that can have constants, variables and exponents, that can be combined using addition, subtraction, multiplication and division
A number with no fractional part
a quantity representing the power to which a fixed number (the base) must be raised to produce a given number.
when a real number that can be written as a simple fraction
The longest side on a right triangle
Equation An equation that makes a straight line when it is graphed
value How far a number is from zero
a central angle that intercepts an arc s equal in length to the radius r of the circle.
first, outside, inner, last
a unit of angular measure equal to 1/180th of a straight angle

Down

A line segment connecting two points on a curve
a relation that associates each value in the domain with exactly one value in the range
a quantity representing the power to which a given number or expression is to be raised
hypotenuse/opposite
The line that divides something into two equal parts
this is formed by the intersection of a plane with two equal cones on opposites of the same vertex.
the Greek word for “measurement of triangles.”
The length of the adjacent side divided by the length of the hypotenuse
Opposite in effect
adjacent/hypotenuse
maximum a value f(c) that is greater than or equal to all range values of f on some open interval containing c
Coordinates A way to pinpoint where you are on a map or graph by how far along or how far up or down the graph is
interest Interest calculated as a percent of the original loan
The differnce between the lowest and highest numbers.
The amount of 3 dimensional space and object occupy
square A number made by squaring a whole number.
The distance from the center to the circumference of a circle

36 Clues: Curved outwards • Opposite in effect • hypotenuse/opposite • adjacent/hypotenuse • first, outside, inner, last • A number with no fractional part • value How far a number is from zero • The longest side on a right triangle • a positive change between size or quantity • the Greek word for “measurement of triangles.” • A line segment connecting two points on a curve • ...

History of 1955 & Family Trivia 2020-12-22

Across

Best Film Oscar Winner (3 words)
world series champs
Prado Singer of the top song Cherry Pink and Apple Blossom White
Weston Consolidated School first-grade teacher
High School Car
State where the first glass factory was built
Famous actor killed in car crash
Month moved to Denver from Gallup
fast food chain opened
Music Teacher
Vaccine came out for ____
What noble prize was not awarded
Meaning lion-strong
Built the Alberts farm starting in 1905
Best Water
Name of hospital in Gallup (2 words)
Chrysler sold the Dodge __ ____, a car marketed to women with a designer purse and more
Refused to give up seat
Triangles' South Dakota Chapter was established in 19__
First real date for Melvin and Doris
Popular girl name
Sheri's dad's middle name
Cost 23 cents per gallon
Value of 1 ounce of gold
Position in College
The hot new game
Proposal
moldable toy
December has 3 modern birthstone: blue zicorn, blue topaz and ___
Triangle
Place of the first date Sheri and you went on (2 words)
Won the superbowl
Before SDSM&T football were the Hardrockers, they were known as the ____
First edition of ____ book of records published (a brewing company that kept records with the first being written in this year)
Yellow kids toy
First engineering work state for Leonard

Down

Hobby
Greatest place on earth opened
The most deadly accident in motorsport history
_____ and the Sting played at the first date you took the love of your life on
Miss America, Lee Meriwether's home state
Wrote Chronicles of Narnia
First tractor you bought
TV invention
phrase put on money
Student loan company Sheri worked at in Aurora, CO
Alberts farm was the first in Amherst area to get a ____
TV club debuts... hint: your grandchildren still watch it
Stephanie's maiden name
AKC registered German Shepard cost ___ dollars
Sang the December Billboard #1 song
What grade was Nick when Sheri started working at the school
Jolly good fellows drink whiskey _____
Fashion statement for men
New device to quickly heat food
____-CIO, two labor unions united
First tap dancer recorded doing the moonwalk Mr. _____
famous scientist died
Oliver
Funny TV Lady
Your heart was stolen here
$1.00 minimum
Muriel's maiden name
High school coach
Wide Obi Style belt

65 Clues: Hobby • Oliver • Proposal • Triangle • Best Water • TV invention • moldable toy • Music Teacher • Funny TV Lady • $1.00 minimum • High School Car • Yellow kids toy • The hot new game • Popular girl name • Won the superbowl • High school coach • world series champs • phrase put on money • Meaning lion-strong • Position in College • Wide Obi Style belt • Muriel's maiden name • famous scientist died • ...

Unit 2 - Classical Civilizations 2020-10-05

Unit 2 - Classical Civilizations crossword puzzle

Across

In the Roman Republic, the laws of the _______ was displayed publicly in the Forum.
Greek philosopher who thought the best way to get people to think was to ask them questions
author of the Iliad and the Odyssey; examples of epic Greek literature
Chinese political philosophy which emphasizes relationships between people
Greek philosopher whose teachings influenced modern scientific method
type of cultural diffusion by Alexander the Great which blended elements of Greek, Egyptian, Indian, and Persian culture
term for a Roman army unit of 5000 stationed throughout the empire to keep the peace
Chinese philosophy known for harsh laws and strict punishments
term which means ‘love of wisdom;’ discipline which involves study of existence, knowledge, ethics, or beauty
ancient Greek city-state ruled by limited direct democracy
Roman emperor who issued the Edict of Milan, which made persecution of Christians illegal in 313 AD
The first Roman emperor; he changed his name from Octavian to "the exalted one."
this shape, which is basically a 360 degree arch, was used by the Romans a lot

Down

original name of the Indian prince upon whose teachings Buddhism is based
Macedonian king who carried out his father’s dream of conquering the Persian Empire, as well as North Africa and Western India
Greek mathematician who studied the fundamentals of geometry and triangles.
term for a Roman structure for bringing water across long distances
Greek astronomer who estimated the earth’s circumference
Buddhist term for the state in which a soul no longer has to be reborn again
political term which refers to people electing representatives
term for a Greek city-state
network of trade routes connecting China to the West, which was opened during the Han dynasty
Qin Shi Huangdi ordered the building of the ___ ___ to help with the problem of invasions by Mongols.
Roman emperor who divided the empire in half
Latin name for two-hundred year period of Roman peace and prosperity begun by Augustus
Maurya era emperor of India whose building of Rock Edicts helped to spread Buddhism
term for someone who spreads religious ideas
term for the law-making body of the Roman Republic
Both a military general who conquered Gaul and a term for the Roman emperor
collective term for Greek and Roman art and literature
term for a Roman official who represented the interests of middle-class people (plebeians)
term for an Indian shrine where Buddhist relics were kept

32 Clues: term for a Greek city-state • Roman emperor who divided the empire in half • term for someone who spreads religious ideas • term for the law-making body of the Roman Republic • collective term for Greek and Roman art and literature • Greek astronomer who estimated the earth’s circumference • term for an Indian shrine where Buddhist relics were kept • ...

1920's - Brie 2019-02-25

Across

what enabled people to travel much further afield than foot or horse had permitted?
what had to be redesigned and rebuilt to accomodate the automobile, new road rules had to be introduced, standardized road signs erected, and methods of controlling traffic (like traffic lights) implemented in densely populated areas?
what had been popular during and after the first world war was suited to the new music tempos and so it flourished.?
what required much higher road clearances than modern cars due to the poor state of roads and tracks, hence the large diameter skinny tires of the day which were effective at cutting through mud to reach more solid ground?
most important baseball player of 1920's
who discovered Tutankhamen's tomb and artifacts in 1922 Egyptian motifs were the rage. While many of the designers of the 1920's based their jewelry on geometric forms: circles, arcs, squares, rectangles and triangles etc. there were other designers who took their inspiration from nature.
1880, Springfield, Ohio - 1927, New York City, studied at Kenyon College in 1902, where he found an audience for drawing in the school yearbooks.
listen for entertainment
The first movie theatres were called what?

Down

was introduced to the public in the Ziegfield Follies of 1923 by the all black cast Afro-American Broadway musical "Running Wild", and became so popular that even today, it is still a symbol for the 1920s Jazz Age.
July 25, 1870 - March 30, 1966, an American painter and illustrator born in Philadelphia, Pennsylvania.
also known as the "bob" introduced by Louise Brooks
be accepted as priests of the Anglican Church if their own communions would reciprocate, while it was asked of the Protestant Churches that they would allow their ministers to submit to reordination by Anglican or Episcopal bishops.
more conservative generation who saw what in particular as decadent?
The 1920's movie _______ experience was largely dominated by silent movies but saw the introduction of synchronized sound.
the movement that began in post wwi european avant-garde literary and art circles
passed down from mother to daughter were a popular recreational activity in the 1920's, especially when the introduction of electric lighting meant the dark hours of winter and evenings could be gainfully employed.
a movement in decorative arts that also affected architecture.
Young women with short bobbed hairstyles, close fitting hats and short skirts were referred to as what?
young men with ukeleles, racoon coats and bell-bottom trousers were called what?

20 Clues: listen for entertainment • most important baseball player of 1920's • The first movie theatres were called what? • also known as the "bob" introduced by Louise Brooks • a movement in decorative arts that also affected architecture. • more conservative generation who saw what in particular as decadent? • ...

Trigonometry Crossword 2024-05-14

Across

Represented by a coefficient less than one next to the function
The small angle formed opposing the terminal angle
Represented by a coefficient less than one next to the variable value
Represented by a coefficient less than one next to the variable value
An angle by which the terminal side moves counterclockwise
The four regions defined by their x and y coordinates
The highest point of a graph
Represented by x=0
The relationship between triangles and side lengths
All x values that a graph passes through
Two rays that share an endpoint
The y coordinate on a graph that the wavelength cannot pass through
Represented by adj/opp
The measurement of angles
The y coordinates on a graph that the wavelength passes through
equalities that contain trigonometric functions
Represented by hyp/opp
The vertical line in the middle of a graph
Represented by opp/adj
Represented by adj/hyp
The distance from start to finish in a loop
Represented by a coefficient greater than one next to the function
The center of a wavelength
the function that illustrates the most basic form of that function (e.g. sinx, cosx, tanx)
a function that repeatedly loops
The translation of a wave to the up or down
The side length that moves away from the initial side
The distance from the midpoint to the maximum

Down

Vertex at origin with a ray
All y values that a graph passes through
A complete pattern of a loop
if placed on an axis, the shape reflects upon itself
Represented by opp/hyp
the mnemonic used to solve for sine, cosine, and tangent values
An angle by which the terminal side moves clockwise
A triangle that contains a right angle
A circle centered at the origin with a radius of one unit
A set of three numbers that are a part of the pythagorean theorem
Represented by a²+b²=c²
Represented by y=0
The translation of a wave to the left or right
The sidelength next to the right angle
The horizontal line in the middle of a graph
Represented by tan(π/2)
The opposite
A pair of numbers used to determine position
Represented by hyp/adj
Represented by 180/π
The side length on the x-axis at standard position
The sidelength opposing the right angle
The longest side of a right triangle
The lowest point of a graph

52 Clues: The opposite • Represented by x=0 • Represented by y=0 • Represented by 180/π • Represented by opp/hyp • Represented by adj/opp • Represented by hyp/opp • Represented by opp/adj • Represented by adj/hyp • Represented by hyp/adj • Represented by a²+b²=c² • Represented by tan(π/2) • The measurement of angles • The center of a wavelength • Vertex at origin with a ray • ...

Math II Vocab 2023-05-31

Across

even integers that come right after each other
the interval going left to right, y-values are increasing
lines that form four right angles
two angles whose measurements add up to 180
the middle of a line segment
line segment joining the midpoints of two sides of a triangle
states that the mid-segment of a triangle is parallel and half the size of the third side
where the graph crosses the x-axis
a^2+b^2=c^2
adjacent over hypotenuse
a geometric figure made up of two rays that have the same endpoint
an exponent written as a fraction
y is replaced with f(x)
two angles whose measurements add up to 90
lines that never intersect
consists of two endpoints and all of the points in between the points
two angles who share a common vertex and whose non-common sides form opposite rays
integers that come right after each other
a statement that two ratios are equal
two non-overlapping angles that share a common side and a common vertex
the sum of the interior angles of a triangle is 180
a line, segment, or ray that intersects a segment at its midpoint and creates four right angles
the highest or lowest point of a parabola

Down

odd integers that come right after each other
a line that cuts through the vertex
any point equidistant from the endpoints of a segment is on the perpendicular bisector of the segment
corresponds with each of the x values in the domain
values that can be substituted for X
opposite over hypotenuse
angle of ______: looking up
angle of ______: looking down
corresponding parts of congruent triangles are congruent
the interval going left to right, y-values are decreasing
a comparison of two quantities and can as a to b, a : b or a/b
two adjacent angles whose noncommon opposite sides form opposite rays
opposite over adjacent
a line that intersects two or more lines
a line, segment, or ray that hits at a vertex and cuts the angle into two congruent angles
has only one point and goes on forever in one direction
where the graph crosses the x-axis
an infinitely thin and infinitely long collection of points extending in two opposite directions

41 Clues: a^2+b^2=c^2 • opposite over adjacent • y is replaced with f(x) • opposite over hypotenuse • adjacent over hypotenuse • lines that never intersect • angle of ______: looking up • the middle of a line segment • angle of ______: looking down • lines that form four right angles • an exponent written as a fraction • where the graph crosses the x-axis • where the graph crosses the x-axis • ...

Unit 1/2 Word Search: Test Your Knowledge!! 2024-03-08

Across

Where the perpendicular bisectors connect at a common point. This word is similar to circumference.
Bisector A line that passes through the midpoint of a line segment and connects the lone at a right angle.
A property of a triangle that is 2 sides equal. To prove that a triangle is isosceles, you must solve using the length of a line segment.
A three-sided shape that has multiple properties. It can be scalene, isosceles, and equilateral.
This is parallel to the opposite side, and it is half the length of the parallel side. In order to calculate this, it is necessary to find the slope twice.
A method used to solve the system of equations. You either add or subtract the 2 equations together to get the equation of one variable.
A value that can help you solve a problem, that makes the equation true.
A four sided shape that can be a square, a rectangle, a rhombus, a kite, a trapezoid, etc.

Down

of Equations The idea of having two or more linear equations working together. They can be parallel, perpendicular, or infinite.
A quadrilateral that has 2 pairs of parallel sides. Like the other quadrilateral, they bisect at 90 degrees, and their adjacent sides meet at right angles.
The perpendicular that descends from the triangle's vertex to its opposite side.
A quadrilateral that has 4 sides that are equal in length. You must solve it by using distance.
A quadrilateral that has 4 equal sides. The diagonals bisect at 90 degrees.
A line segment that joins a corner of a triangle to the midpoint of the opposite side.
A property of the three side shape (that was listed) that has no equal sides.
A quadrilateral that is SIMILAR to a rhombus. However, there are 2 parallel sides, which are opposite.
The location where the triangle altitudes join.
The average of the corresponding coordinates of the endpoints. You must divide the corresponding coordinates by 2.
Something that divides the median into a 2:1 ratio from the vertex of the triangles. The medians of a triangle intersect at this point. In order to verify this, you must solve it by using distance.
A property of a triangle that has 3 equal sides.
A method of solving linear equations by replacing a variable with a different equation to solve for that variable.
of Intersection A place where two lines intersect.

22 Clues: The location where the triangle altitudes join. • A property of a triangle that has 3 equal sides. • of Intersection A place where two lines intersect. • A value that can help you solve a problem, that makes the equation true. • A quadrilateral that has 4 equal sides. The diagonals bisect at 90 degrees. • ...

Similar Terms 2026-02-22

Across

way a figure is facing
number that tells how much a figure changes in size
triangle with all sides equal
picture used to show a math idea
having the same value or ratio
used when finding area scale factor
geometry using ordered pairs
similarity based on side angle side
fixed value in a proportion
form or outline of a figure
triangle with all angles equal
visual way to show information
space inside a figure
becoming bigger or smaller
explaining why a statement is true
starting figure
exactly the same in shape and size
math sentence with an equal sign
rule proven to be true
line that intersects other lines
finding length area or perimeter
segment joining midpoints of two sides of a triangle
matching sides or angles in similar figures
resizing figures while keeping shape
finding a value using similar figures
how big or small something is
part of a line with two endpoints
triangles with equal corresponding angles
sides with equal ratios
longest side of a right triangle
any shape in geometry
relationship showing equal ratios

Down

used to resize figures in similarity
perpendicular segment from a vertex
having the same shape
polygon with three sides
triangle with one right angle
operation used in solving proportions
rule accepted without proof
distance around a figure
comparison written using ratios
rule used to identify similar figures
becoming different
polygon with four sides
straight edge of a polygon
similarity based on two equal angles
way a ratio is written
number between two others in a proportion
figure after resizing or comparison
distance between two points
shorter side of a right triangle
point where two sides meet
lines that never meet
logical thinking in math
point where resizing begins
formed by two intersecting lines
examining similarities or differences
segment from a vertex to the midpoint of the opposite side
comparison of two quantities
three dimensional figure
connection between quantities
similarity based on three proportional sides
plane with x and y axes
another word for mean
closed figure with straight sides
same shape but not necessarily the same size
an equation showing two equal ratios

67 Clues: starting figure • becoming different • having the same shape • space inside a figure • lines that never meet • another word for mean • any shape in geometry • way a figure is facing • way a ratio is written • rule proven to be true • polygon with four sides • plane with x and y axes • sides with equal ratios • polygon with three sides • distance around a figure • logical thinking in math • ...

7th Dale Velliquette 2013-08-26

Across

Exactly equal in size and shape.the sides or segments have the exact same length. its angles have the exact same measure.
A flat surface that can extend forever in length and width but has no thickness. The surface of a calm sea and a flat valley are all physical models of a plane.
An assertion that can be proved true using the rules of logic.it is proven from axioms, postulates, or other ______ already known to be true.
A space figure with two parallel polygonal bases that are the same shape and the same size.
The point on a line segment that divides the given line segment into two congruent parts.
An angle that measures 90° or /2 radians. It is the angle between two perpendicular lines such as the corner of a square or two perpendicular planes such as the wall and the ground.
Points or lines that all lie in the same plane.
A complete circular arc. it also means the distance around the the outside of a circle.
A line segment where two faces of a polyhedron meet.
A pair of angles that add up to 90°.
An angle that has measure more than 90° and less than 180°.
A unit of measure used to measure the magnitude of an angle, equal in magnitude to 1/360 of a complete revolution.
A line segment between two points on the circle or sphere which passes through the center.
Two angles in a plane which share a common vertex and a common side but do not overlap.
A corner point of a geometric figure. For a polygon, vertices are where adjacent sides meet. For an angle, it is where the two rays making up the angle meet.
A three dimensional figure with a single base tapering to an apex. The base can be any simple closed curve.
Also called non-coplanar lines. They are straight lines that are neither parallel, nor intersecting. They lie in different planes.
A closed plane figure bounded by at least three line segments.
are the angles opposite each other when two lines cross
A geometric object that has no dimension and is used to indicate a location.
Two angles that add up to 180°.
The geometric figure formed by two points. it is a straight path connecting two points and extending beyond the points in both directions.
A closed plane figure bounded by at least three line segments.
A pair of numbers that describe the position of a point on a coordinate plane by using the horizontal and vertical distances from the two reference axes.
Two angles that are adjacent (share a leg) and supplementary (add up to 180°)
If the denominator of a fraction is 0

Down

Lying on the same line.
A space figure with two parallel polygonal bases that are the same shape and the same size.
The length of the boundary around a shape or a figure.
two lines that are equal length that never cross
An additional geometric figure that is constructed to assist in solving a problem or producing a proof.
two rays with a common endpoint that point in opposite directions and form a straight line.
An angle that has measure less than 90°.
The distance from the center of a circle to any point on its circumference.
Intuitively speaking, curved away from the eye. the figure is a set of points some of whose chords include points that are in the set.
angles opposite one another at the intersection of two lines. ______ angles are congruent.
The side of a right triangle opposite the right angle. Note: it is the longest side of a right triangle.
All points between two given points (including the given points themselves).
A line segment, line, or plane that divides a geometric figure into two congruent halves.
A perfect round ball. A sphere is a closed solid bounded by a surface on which all points are equidistant from a central point called the center.
A polyhedron whose one face is a polygon and the other faces are triangles with one common vertex. This polygon is the base of the it. The other triangles are the lateral faces. The common vertex of these lateral faces is the vertex of the it. The segment from the vertex perpendicular to the base is called the altitude of the it. The length of the altitude is called the height of the it. The intersections of the adjacent lateral faces are called the lateral edges of it
Intuitively speaking, curved outward or toward the eye.it is curve is a set of points any of whose chords do not include any point that is not in the set.
Two rays sharing a common endpoint. it is typically measured in degrees or radians.
A statement accepted as true without proof. A postulate should be so simple and direct that it seems to be unquestionably true.
Two lines that intersect at right angles.
The surface included within a closed figure, measured by the number of square units needed to cover the surface.
A three-dimensional geometric figure with parallel congruent bases. The bases can be shaped like any closed plane figure (not necessarily a circle) and must be oriented identically.
A planar surface of a solid figure.

48 Clues: Lying on the same line. • Two angles that add up to 180°. • A planar surface of a solid figure. • A pair of angles that add up to 90°. • If the denominator of a fraction is 0 • An angle that has measure less than 90°. • Two lines that intersect at right angles. • Points or lines that all lie in the same plane. • two lines that are equal length that never cross • ...

Lab Safety 2014-09-17

Across

What would you search on the mayo intranet to locate a Safety Data Sheet (SDS) for a chemical you work with in the lab.
The "A" in PASS stands for what
Hazards signage with pictograms. ____sign on outside of laboratory door. Hint: Color
Sharps should be properly disposed in a ____ bin.
____ would be the number to call for the following emergencies: medical or non-medical, chemical or radioactive material spill, security event, fire or to request at Safety Data Sheet. Hint: Spell out the number
First designated meeting location for code red. Hilton ___ floor, east hallway
Standard _____ means all patients and lab speicmens should be handled as if they were infectious and capable of transmitting disease.
During this warning you should move to a shelter away from windows.
Adhering to policies and procedures, report patient/ visitor events and unsafe conditions, notify supervisor of opportuniites for improvement etc are all ways of improving _____safety.
The proper disposal of chemical, biological, radioactive, sharps, trash and recycling waste can be found in the ____ recipe binder.
An unanticipated, unplanned, unscheduled, undesired occurrence that causes or has the potential for causing personal injury.
The "R" in CLEAR stands for what
DLMP safety suggestions, Mayo Safety Suggestion/Concern, contact supervisor, Employee Incidient Report Form, call 911 in Emergency. These would all be examples of how to report a _____ concern.
Using tongs, forcepts or broom/dustpan and disposing in green glass container or red sharps container would all be proper ways of disposing broken ____.
Use this form to report an event that has occured.

Down

Code One
The Mayo ___ management web page describes proper disposal of wastes generated in the lab.
Chemical Purge button for chemical spill is located near _____.
The "C" in RACE stands for what
In the event of a _____ spill, use eyewash/shower, use checmical spill kit if available, evacuate if necessary, call 911, activate chemical air purge button, submit Employee Incident Report.
Fire pull stations are located near building ____.
For a needle stick or body fluid exporsure you should call _____ health.
The "E" in EPP stands for what
Fire extinguishers are located near the red ____.
_____ washing is the most important thing you can do to reduce the risk of healthcare-acquired infections and promot infections control.
Code Red
Code ____ means mass casualities
Second designated meeting location for code red. Northwest ___ Lobby.
Code _____ means multiple casualities
The Red and Blue emergency response sign is located above clean ____.

30 Clues: Code One • Code Red • The "E" in EPP stands for what • The "C" in RACE stands for what • The "A" in PASS stands for what • Code ____ means mass casualities • The "R" in CLEAR stands for what • Code _____ means multiple casualities • Sharps should be properly disposed in a ____ bin. • Fire extinguishers are located near the red ____. • ...

Pi Day Precalculus Crossword 2023-03-17

Pi Day Precalculus Crossword crossword puzzle

Across

An adjective describing two angles that share a terminal side.
The study of angles, often using right triangles.
The number being raised to a power using logarithms.
One unit to measure angles. With this unit, a circle has 360 of them.
A mathematical expression that defines the relationship between two variables.
(side) A straight line from where an angle ends.
Usually exponential, this process increases a quantity of something over time.
An adjective describing two angles with measures that add up to 180°.
The inverse function that involves exponents and bases.
The word used to describe angles between the x-axis and the terminal side of the angle.
An adjective describing two angles with measures that add up to 90°.
(side) A straight line from where an angle starts.
Another name for the x-intercepts of a function.
The figure formed by two lines or rays with a common intersecting point.

Down

one fourth of a Cartesian plane or two-dimensional coordinate plane.
Defined by the formula (a + bi)(a - bi), these factors have a reciprocal relationship.
An expression or constant that represents to what power another expression or constant is raised to. It is written typically in the top right corner of an expression or constant.
Set of x-values in a function.
Set of y-values in a function.
A line with a fixed starting point, but no endpoint (with the endpoint being an arrow).
These types of solutions are derived from the process of solving a mathematical problem, but they are not real nor valid answers that are applicable to the problem.
Another unit to measure angles. With this unit, a circle has 2π of them.
The point on a graph where a line crosses the x-axis or y-axis.
The highest point of a parabola.
A line or curve that the line or curve of a graph never touches, but approaches.
A polynomial equation with the highest power being of the second degree.
A word describing a particular type of interest. Many people use this type of interest to grow their savings.
Usually exponential, this process decreases a quantity of something over time.
An expression or constant that divides evenly through another expression or constant.
The longest side of a right triangle that is opposite of its right angle.

30 Clues: Set of x-values in a function. • Set of y-values in a function. • The highest point of a parabola. • (side) A straight line from where an angle ends. • Another name for the x-intercepts of a function. • The study of angles, often using right triangles. • (side) A straight line from where an angle starts. • The number being raised to a power using logarithms. • ...

Pre Calc 2022-04-28

Across

The # of times a value is the root of a polynomial function
and angle measure equivalent to one "radius" length around a circle
relation in which each element in the domain corresponds to exactly one element in the range (each x has only one y - the x's do not repeat)
there is a gap or brake in the graph (over its domain)
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
The name for the graph of the reciprocal function
A change in the location or specific shape of a parent function, without changing its general shape
of a matrix is a special number that can be calculated from a square matrix.
set of ordered pairs
x's or domain
is a rectangular array of numbers or other mathematical objects for which operations such as addition and multiplication are defined.
ax^2+bx+c
Function is continuous if its hand drawn graph over an interval can be drawn w/o lifting pencil from paper
the name for a graph of the quadratic function

Down

is a real number. We often use the term scalar in the context of vectors or matrices, to stress that a variable such as is just a real number and not a vector or matrix.
set of all x values
measures of triangles
y's or range (b/c the value of y depends on the value of x)
half of the distance between the minumum and maximum output values of a sine or cosine function
set of all y values
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse.
two trig functions whose angles add to 90 or are complementary. They have the same ratio.
a function w/ a finite number of elements
The x-values for which f(x)=o
a straight line or plane that touches a curve or curved surface at a point, but if extended does not cross it at that point.
when the left side of an equation is equal to the right side for all values of the variable for which both sides are defined
a mathematical relationship or rule expressed in symbols.

27 Clues: ax^2+bx+c • x's or domain • set of all x values • set of all y values • set of ordered pairs • measures of triangles • The x-values for which f(x)=o • a function w/ a finite number of elements • the name for a graph of the quadratic function • The name for the graph of the reciprocal function • there is a gap or brake in the graph (over its domain) • ...

geometry 2024-05-13

Across

set of points that has infinite lengths
a line that goes around an enclosed circle
number of cubic units contained
just a point on a map
two triangles are congruent if corresponding if corresponding sides are congruent
a point that divides the segment into two
segment from the vertex of a triangle to the midpoint of the opposite side
two lines that intersect to form right angles
when you try to guess something before you figure it out
points that lie on the same line
when someone guesses something
two angles whose sum is 180 degrees
a math class
is a prisiom where all sides are square
polygon which is equiliangar
trianle with all angles congruent
the top of something
line in the plane of a circle
two coplanar angles with a common vertex and a common side between them
the non adjacent angles formed by two intersecting lines
angle whose measure is 180 degrees
union of three or more coplanar segments meets exactly in the middle
segments that have the same length
triangle with at least two sides congrient
parallelogram with a right angle
triangle with a right angle
straight line passing through the center of a figure
the figure formed by three segments joining together all 90 degrees
line ray segment or plane
the amount of something inside of it
triangle that it perpendicular tot he line on the opposite side
triangle with no sides congruent

Down

a ball
when lines cross over each other
triangle with all sides congruent
ray that divides an angle into two congruent adjacent angles
angle whose measure is greater then 90 degrees
triangle with a obtuse angle
two lines are parallel if they are coplanar and do not intersect
an angle with a degree under 90
quadraterial with both pairs of opposite sides parallel
angles that have the same measure
two angles whos sum is 90 degrees
it is the part of line that contains the end point
are noncoplanar lines they will not intersect
set of points
parallelogram with consecutive sides congruent
two lines that intersect to form right angles
triangle with all acute angles
point that don't stay on the same line
part of a line that consists of two points
sum of the area all its face
angle whose measure is 90 degrees

53 Clues: a ball • a math class • set of points • the top of something • just a point on a map • line ray segment or plane • triangle with a right angle • triangle with a obtuse angle • polygon which is equiliangar • sum of the area all its face • line in the plane of a circle • when someone guesses something • triangle with all acute angles • number of cubic units contained • ...

Mathematics Crossword 2024-06-09

Across

A polygon with all interior angles equal is called a
A quantity representing the amount of rotation is called
The process of expressing a number as the product of its prime factors is called
A number that has only two factors, 1 and itself, is called a
A mathematical expression involving one or more variables is called an
A mathematical expression representing repeated multiplication of the same number.
The branch of mathematics dealing with the study of triangles and their properties is called
The number that appears most frequently in a data set is called the
The process of finding the value of a variable or expression that satisfies an equation is called
The branch of mathematics dealing with the study of spatial relationships and properties of shapes is called
This theorem states that in a right-angled triangle, the square of the length of the hypotenuse is equal to the sum of the squares of the lengths of the other two sides.
A straight line segment passing through the center of a circle and having its endpoints on the circumference is called a
The number obtained by adding all the data values and dividing by the total number of values is called the
A mathematical statement that asserts that two expressions are equal, often represented by the symbol "=".

Down

The process of arranging objects in a specific order is called
The measure of the space occupied by a solid figure is its
A line that divides a line segment into two equal parts at a right angle is called a
The numerical value of a term that contains variables is called its
A number that can be expressed as the ratio of two integers, where the denominator is not zero.
The distance around the boundary of a two-dimensional shape is called its
The process of finding the numerical value of an expression is called
This theorem states that the interior angles of a triangle add up to 180 degrees.
A straight line that touches a curve at a single point without crossing it is called a
A line that intersects two or more other lines at distinct points is called a
The point where two sides of a polygon meet is called a
A mathematical expression representing the difference between the largest and smallest values in a data set.
A statement that asserts that one quantity is greater than another is called an

27 Clues: A polygon with all interior angles equal is called a • The point where two sides of a polygon meet is called a • A quantity representing the amount of rotation is called • The measure of the space occupied by a solid figure is its • A number that has only two factors, 1 and itself, is called a • The process of arranging objects in a specific order is called • ...

Unit 1/2 Word Search: Test Your Knowledge!! 2024-03-08

Across

A method used to solve the system of equations. You either add or subtract the 2 equations together to get the equation of one variable.
Where the perpendicular bisectors connect at a common point. This word is similar to circumference.
A property of the three side shape (that was listed) that has no equal sides.
This is parallel to the opposite side, and it is half the length of the parallel side. In order to calculate this, it is necessary to find the slope twice.
A quadrilateral that has 4 equal sides. The diagonals bisect at 90 degrees.
A value that can help you solve a problem, that makes the equation true.
A three-sided shape that has multiple properties. It can be scalene, isosceles, and equilateral.
The perpendicular that descends from the triangle's vertex to its opposite side.
The location where the triangle altitudes join.
A quadrilateral that has 4 sides that are equal in length. You must solve it by using distance.
A method of solving linear equations by replacing a variable with a different equation to solve for that variable.
A property of a triangle that has 3 equal sides.

Down

The average of the corresponding coordinates of the endpoints. You must divide the corresponding coordinates by 2.
Bisector A line that passes through the midpoint of a line segment and connects the lone at a right angle.
A line segment that joins a corner of a triangle to the midpoint of the opposite side.
A property of a triangle that is 2 sides equal. To prove that a triangle is isosceles, you must solve using the length of a line segment.
The idea of having two or more linear equations working together. They can be parallel, perpendicular, or infinite.
A quadrilateral that is SIMILAR to a rhombus. However, there are 2 parallel sides, which are opposite.
Something that divides the median into a 2:1 ratio from the vertex of the triangles. The medians of a triangle intersect at this point. In order to verify this, you must solve it by using distance.
A quadrilateral that has 2 pairs of parallel sides. Like the other quadrilateral, they bisect at 90 degrees, and their adjacent sides meet at right angles.
of Intersection A place where two lines intersect.
A four sided shape that can be a square, a rectangle, a rhombus, a kite, a trapezoid, etc.

𝓖𝓮𝓷𝓮𝓻𝓪𝓵 𝓚𝓷𝓸𝔀𝓵𝓮𝓭𝓰𝓮 2024-09-29

Across

A proposed explanation made on the basis of limited evidence as a starting point.
A group of stars forming a recognizable pattern.
A medieval chemical science aiming to convert base metals into gold.
A relationship between two different organisms that live together and benefit from each other.
The branch of biology that studies the relationships between organisms and their environment.
A ghostly apparition or something that is elusive.
Related to the smallest amount of energy in a physical system.
The molecule that carries genetic instructions in all living things.
The measure of electric potential difference between two points.
An ancient Greek mathematician known for his theorem about right triangles.
A concept in Hinduism and Buddhism; it refers to energy centers in the body.
A system of recording information in a way that makes it difficult to change or hack.
The variety of life in the world or in a particular habitat.
An astronomical event where one celestial body moves into the shadow of another.
The practice of maintaining ecological balance and conserving resources.

Down

A step-by-step procedure for calculations, often used in computer programming.
The process by which green plants use sunlight to make food.
A period of revival in art, literature, and learning in Europe.
Present, appearing, or found everywhere.
A geological formation that erupts lava, ash, and gases.
A famous tragedy written by William Shakespeare about ambition and fate.
A figure of speech that involves describing something as if it is something else.
An optical instrument that creates changing patterns of color.
A vital gas we breathe, produced by plants during photosynthesis.
The process by which different kinds of living organisms develop over time.
The art of effective or persuasive speaking and writing.
Essential or fundamental; a key component in a system.
A concept in Chinese philosophy symbolizing the duality of nature.
The belief that the positions of celestial bodies can influence human affairs.
A spoken or written account of connected events; a story.
A statement that contradicts itself but might be true.
A substance used to stimulate the production of antibodies to provide immunity.
A substance with a pH less than 7; known for having a sour taste.
A large ocean wave caused by an underwater earthquake.
A small body from space that burns up upon entering the Earth's atmosphere.

35 Clues: Present, appearing, or found everywhere. • A group of stars forming a recognizable pattern. • A ghostly apparition or something that is elusive. • Essential or fundamental; a key component in a system. • A statement that contradicts itself but might be true. • A large ocean wave caused by an underwater earthquake. • ...

Fun Friday Fun Facts 2025-05-09

Across

What process keeps the sun burning
You use this to unlock things
Earrings, Hula, Basketball
This takes up most of the Earth
crisp, deep-fried wontons filled with a creamy mixture of crab meat, cream cheese, and seasonings
The only comic book character who gotten written approval by the President to break the Hays Codes
An apple a day keeps the ______ away
a stock character in Italian Commedia dell'arte, specifically a comic servant often associated with a black half-mask and a costume adorned with bright triangles and diamond shapes
Most farm animals have these instead of feet
The original Boy Band
The only female character for a fast-food restaurant
The most populated in city in Africa, Egypt's Capital
What bird is Edgar Allen Poe associated with?
Cyan, Yellow, ______ are the Primary Colors
the branch of science concerned with the nature and properties of matter and energy
The mountain range the west of the US
The Roman Goddess of the Harvest
Native to Central Africa but more commonly associated with Asia, this plant can be used as decoration in houses but can grow rapidly and become invasive outside
Harry, Ron, and _________
What country is Timbuktu actually in
A circular, traditionally fried pastry associated with breakfast, police, and Homer Simpson

Down

The Montagues vs the ________
How many days are in the typical American school year
Christine Daaé was both taught by and incredibly scared of this person
The longest river in South America
The closest star to Earth
Anti-Mario
This musician is known as the Queen of Jazz
A member of a powerful military caste in feudal Japan, especially a member of the class of military retainers of the daimyos
New York City has 2 NFL teams; the Giants and the _______
Who is the messenger of the Greek Gods
Italy, Germany, and Japan formed this during World War 2
People say these look like Panda's, but these nocturnal mammals look more like a cartoon robber
The famous, bank robbing couple from the 1930's
The Acronym for the rainbow
Happy, Dopey, Grumpy, Sneezy, _______, Bashful, and Doc
The last name of the President voted in in 1988
Another name for corn, this inspired the name of an activity that takes place in corn fields

38 Clues: Anti-Mario • The original Boy Band • The closest star to Earth • Harry, Ron, and _________ • Earrings, Hula, Basketball • The Acronym for the rainbow • The Montagues vs the ________ • You use this to unlock things • This takes up most of the Earth • The Roman Goddess of the Harvest • What process keeps the sun burning • The longest river in South America • ...

MATH CROSSWORD 2020-05-31

Across

allows you to find the derivative of y with respect to x without having to solve the given equation for y
the value that the function approaches as its argument approaches a
defined as the instantaneous rate of change, or slope, at a specific point of a function
vertical lines which correspond to the zeroes of the denominator of a rational function
function, a real-valued function whose graph does not have any breaks or holes.
refers to the idea that under certain circumstances (namely if the function we are examining is continuous), we can evaluate
assigns numbers to functions in a way that can describe displacement, area, volume, and other concepts that arise by combinination
an integral, but only when it can be set up in a special way.
branch of mathematics that studies relationships between side lengths and angles of triangles
the given derivative of the unknown function
symbol used to represent an arbitrary element of a set.
horizontal/vertical oblique line whose distance from the graph of a function keeps decreasing and approaches zero but never

Down

occurs when the polynomial in the numerator is a higher degree than the polynomial in the denominator.
refers to a technique for evaluating limits that requires finding and eliminating common factors
the part of mathematics in which letters and other general symbols are used to represent numbers and quantities in formula
The derivative is the instantaneous rate of change of a function with respect to one of its variables
way of adding slices to find the whole. Integration can be used to find areas, volumes, central points and many useful things
rule formula used to find the derivatives of products of two or more functions.
an expression involving two functions whose limit cannot be determined solely from the limits of the individual functions.
method of finding limits, by simply substituting x with a.
limit only considers values of a function that approaches a value from either above or below.
binary relation over two sets that associates to every element of the first set exactly one element of the second set.
must be used whenever the function y is being differentiated because of our assumption that y may be expressed as a function
This differentiation process can be continued to find the third, fourth, and successive derivatives of f( x),
states that given an integral function f(x), we can compute the definite integral of f(x) by finding first its indefinite

25 Clues: the given derivative of the unknown function • symbol used to represent an arbitrary element of a set. • method of finding limits, by simply substituting x with a. • an integral, but only when it can be set up in a special way. • the value that the function approaches as its argument approaches a • ...

Crosswords - 2nd class 2020-05-27

Across

flying object that uses rotating blades instead of wings
famous table game in which you buy properties and houses with fake money
type of voting system in which people are obliged to vote
australian airline
capital city of Russia
a person from Wales is called what?
last name of the prime-minister of Australia
string instrument with which you use a bow
famous fruit from New Zealand
a person whose job is to defend others in court
"the king of beers"
second airport of Osaka
first western country to arrive in Japan
the "old continent"
Australian city in the north
where the first atomic bomb was dropped
African country that used to be called Rhodesia
what we use in our eyes when we don't see well.
island in Japan with many US military bases
country in latin america with many japanese descendants
what do you use to protect yourself from rain?
famous sports in australia
three red diamonds
melted stone and minerals that comes out of volcanoes
when an airplane it is not on time, it is (...)
type of energy that uses uranium in power plants

Down

you use pedals and your legs
name of virus, beer and also "crown" in spanish
dairy food that is solid and you eat with a spoon
object made of printed paper where we can read the news
a train that goes undergrounds
railway company that passes in Ishibashi
konbini brand with white and blue stripes
english word for "hashi"
Polish composer who wrote many famous "nocturnes"
most fundamental law of a country
japanese food made with triangles/circles of rice
a region in France that is also the name of a drink
what do you call a car that is moved by fuel and electricity?
name of an animal (bird) that is also the name of a country
australian animal
what day is today?
fish whose meat is pink
when does Santa Claus leave you presents?
famous bitter vegetable from okinawa
country where Tel Aviv is
German city with a name similar to hamburger
the flying insect that gives us honey
A country that no longer exists. It was composed of Servia, Croatia, Bosnia, among others.
japanese company that makes computers and nuclear reactors

50 Clues: australian animal • australian airline • what day is today? • three red diamonds • "the king of beers" • the "old continent" • capital city of Russia • second airport of Osaka • fish whose meat is pink • english word for "hashi" • country where Tel Aviv is • famous sports in australia • you use pedals and your legs • Australian city in the north • famous fruit from New Zealand • ...

Geometry Crossword Puzzle (Have Fun!) 2015-05-13

Geometry Crossword Puzzle (Have Fun!) crossword puzzle

Across

It's a segment of a circle. It can be considered like a bicycle tire rather than a pie of pizza.
It literally means the "measure of triangles". It pertains to sine, cosine, and tangent.
He was a famous mathematician. A classic example of one of his theorems is a 3-4-5 triangle.
It's a line segment that connects a vertex of a triangle with the midpoint of the side opposite to the vertex. A word associated with it is "centroid".
It's a line segment drawn from the center of a circle to a point on the circle. It is commonly used to find the area of a circle.
It involves the use of a compass and straightedge. It's a topic everyone is frustrated with, at least once.
She is a geometry teacher. She is loved by everyone of her students.
It's a term used to describe lines that do not lie on the same plane. Those lines are also not touching.
It's the quantity of something per unit measure. It's often described as mass/volume
Its a segment that connects any two vertices of a polygon but it is not a side of the polygon. It can also be considered at the longest possible line within a polygon.
It's an area formed by two radii of a central angle. It can be described like a pizza slice to an entire pie.
It's a term formed by two rays joined at a common endpoint. It is typically measured in degrees.

Down

It's a term describing the geometric object being divided into two congruent parts. This is what a median does.
It's the intersection of a 3-D solid and a plane. The intersection always appears 2-D.
It's a diagram showing an argument for a conclusion from certain evidence. It is often used to prove a theorem, postulate, or similarity.
It's a term used to describe two opposite angles formed by two intersecting lines. It can also be considered as a relationship between angles.
It's a quadrilateral with four rights angles. It also has four congruent sides.
It's a term used to describe numbers that cannot be expressed as "a/b". An example is pi.
It's the center of the circle inscribed in a triangle. It can be found by finding the point of concurrency between the angle bisectors.
It's a term used to describe a triangle with no equal sides. It has no property other than that.

20 Clues: She is a geometry teacher. She is loved by everyone of her students. • It's a quadrilateral with four rights angles. It also has four congruent sides. • It's the quantity of something per unit measure. It's often described as mass/volume • It's the intersection of a 3-D solid and a plane. The intersection always appears 2-D. • ...

MATH014-Assignment #1 2015-06-13

Across

A quadrilateral with no parallel sides.
A trapezoid which contains two right angles.
The endpoints of each side of the polygon.
The center of mass of the triangle.
A triangle with a right angle.
A general term for four-sided polygon.
The center of the largest circle that can be inscribed in a triangle.
A quadrilateral in which the opposite sides are parallel.
The perimeter of the circle.
A parallelogram in which all sides are equal.
The study of geometric figures that can be drawn on a two-dimensional surface.
A triangle with two congruent sides and two congruent triangles.
A quadrilateral with one pair of parallel sides.
line A line that intersects the circle in two points.
An expression of equality between two ratios.
A triangle with no congruent sides and no congruent angles.
The amount of two-dimensional space that a plane figure occupies.
Angle formed between two adjacent sides.
A Latin word which means congruent.
The line which contains the orthocenter, centroid, and the circumcenter.

Down

The point of intersection of the medians of a triangle.
The line segment joining any two non-adjacent vertices.
The angle opposite to the base.
The distance between two parallel sides of a quadrilateral.
A parallelogram in which the interior angles are all right angles.
An angle that is adjacent to and supplementary to an interior angle of the polygon.
The side that is perpendicular to the altitude.
Pairs of sides that share a common endpoint.
A line segment which joins any two adjacent vertices.
The area bounded by any two concentric circles.
Divides an angle of a triangle into two congruent angles.
The center of the circle circumscribing a triangle.
A triangle with three congruent angles.
A closed plane figure formed by line segments.
A conic with an eccentricity that is less than 1.
A special type of rectangle in which all sides are equal.
A conic section in which the eccentricity is equal to 1.
A polygon that is neither equiangular nor equilateral.
Circles that have different radii but have common center.
Angle that is equal to one-half the measure of its intercepted arc.
The line segment connecting the midpoint of a side and the opposite vertex.
A triangle with no right triangle.

42 Clues: The perimeter of the circle. • A triangle with a right angle. • The angle opposite to the base. • A triangle with no right triangle. • The center of mass of the triangle. • A Latin word which means congruent. • A general term for four-sided polygon. • A quadrilateral with no parallel sides. • A triangle with three congruent angles. • Angle formed between two adjacent sides. • ...

Geometry 2014-03-06

Across

middle point within a circle
geometric tool used to draw circles and parts of circles
triangle with no congruent sides
parallelogram with congruent sides
an example for which the conjecture is incorrect
rise over run
lines that intersect to form right angles
same shape, different size
two angles whose measures have sum of 180
any quantity with magnitude and direction
reasoning based on logic
angles whose sides are opposite rays (measures are congruent)
quadrilateral with one pair of parallel sides
angle whose vertex is the center of a circle or regular polygon
distance from the center to a vertex of a regular polygon
angles with a common side and vertex
a segment that joins two midpoints
"flip"
theorem used to find missing lengths in right triangles
non-coplanar lines that do not intersect
parallelogram with congruent sides, all angles are 90 degrees
"turn"
quadrilateral with no parallel sides
a trigonometry ratio that works because the slope of any angle does not change

Down

a series of infinite points
perpendicular distance from the center to a side of a regular polygon
part of a line with two endpoints
coplanar lines or planes that do not intersect
a trigonometry ratio that works because the ratio between the rise and the hypotenuse for any angle does not change
a trigonometry ratio that works because the ratio between the run and the hypotenuse for any angle does not change
parallelogram with congruent diagonals
two angles whose measures have sum of 90
quadrilateral with two pairs of parallel sides
a line, ray, or segment that intersects an angle, line or segment at the midpoint
formed by two rays with the same endpoint
angle whose measure is 90 degrees
trapezoid or triangle with at least two congruent sides
a point that divides a segment into two congruent segments
ruler with no markings
"slide"; maps all points of a figure the same distance in the same direction
reasoning based on patterns
a closed plane figure with at least 3 sides
equal
a segment whose endpoints are a vertex and the midpoint of the opposite side
a perpendicular segment from a vertex to the line containing the opposite side
a location
a part of a line that extends in one direction

47 Clues: equal • "flip" • "turn" • a location • rise over run • ruler with no markings • reasoning based on logic • same shape, different size • a series of infinite points • reasoning based on patterns • middle point within a circle • triangle with no congruent sides • part of a line with two endpoints • angle whose measure is 90 degrees • parallelogram with congruent sides • ...

geometry 2024-05-13

Across

set of points that has infinite lengths
a line that goes around an enclosed circle
number of cubic units contained
just a point on a map
two triangles are congruent if corresponding if corresponding sides are congruent
a point that divides the segment into two
segment from the vertex of a triangle to the midpoint of the opposite side
two lines that intersect to form right angles
when you try to guess something before you figure it out
points that lie on the same line
when someone guesses something
two angles whose sum is 180 degrees
a math class
is a prisiom where all sides are square
polygon which is equiliangar
trianle with all angles congruent
the top of something
line in the plane of a circle
two coplanar angles with a common vertex and a common side between them
the non adjacent angles formed by two intersecting lines
angle whose measure is 180 degrees
union of three or more coplanar segments meets exactly in the middle
segments that have the same length
triangle with at least two sides congrient
parallelogram with a right angle
triangle with a right angle
straight line passing through the center of a figure
the figure formed by three segments joining together all 90 degrees
line ray segment or plane
the amount of something inside of it
triangle that it perpendicular tot he line on the opposite side
triangle with no sides congruent

Down

a ball
when lines cross over each other
triangle with all sides congruent
ray that divides an angle into two congruent adjacent angles
angle whose measure is greater then 90 degrees
triangle with a obtuse angle
two lines are parallel if they are coplanar and do not intersect
an angle with a degree under 90
quadraterial with both pairs of opposite sides parallel
angles that have the same measure
two angles whos sum is 90 degrees
it is the part of line that contains the end point
are noncoplanar lines they will not intersect
set of points
parallelogram with consecutive sides congruent
two lines that intersect to form right angles
triangle with all acute angles
point that don't stay on the same line
part of a line that consists of two points
sum of the area all its face
angle whose measure is 90 degrees

Beginnig of the Year Crossword 2024-10-11

Beginnig of the Year Crossword crossword puzzle

Across

The amount of space inside a two-dimensional shape, measured in square units.
A quadrilateral with opposite sides that are parallel and equal in length.
Price: The cost of one item or one unit of a product, which helps compare prices when shopping.
The bottom surface of a shape or figure, which is often used as a reference point for measuring height.
Ratios that express the same relationship between numbers, even if the numbers themselves are different (e.g., 1:2 is equivalent to 2:4).
A flat surface of a three-dimensional shape.
The measurement of how tall a shape is, often measured from the base to the top.
To break down a shape or figure into smaller, simpler parts.
A three-dimensional shape made up of flat polygonal faces, edges, and vertices.
A two-dimensional representation of a three-dimensional shape, showing all its faces laid out flat.
A line segment where two faces of a three-dimensional shape meet.
Diagram: A visual model that uses rectangles to represent numbers in a ratio, helping to solve problems involving part-to-whole relationships.

Down

A three-dimensional shape with two parallel, congruent bases and rectangular lateral faces connecting them.
A polygon with four sides and four angles.
A three-dimensional shape with a polygonal base and triangular faces that meet at a common vertex.
A way to organize information in rows and columns, often used to display data or relationships.
A visual representation that uses two parallel lines to show the relationship between two sets of numbers, helping to understand ratios and equivalent ratios.
A comparison of two quantities, often written as a fraction or using a colon (e.g., 3:4).
The speed at which something happens or is done, often referring to the rate of movement or progress.
A term used to express a rate or ratio, indicating "for each" (e.g., miles per hour).
Area: The total area of the surfaces of a three-dimensional shape, measured in square units.
A closed figure made up of straight line segments, with at least three sides (e.g., triangles, quadrilaterals).
An area defined by specific boundaries, which can be two-dimensional or three-dimensional.
A point where two or more line segments meet in a polygon or three-dimensional shape.
To create a shape or figure by combining smaller shapes or components.
Rate: When two or more ratios or rates are equal, indicating they are proportionally equivalent.

26 Clues: A polygon with four sides and four angles. • A flat surface of a three-dimensional shape. • To break down a shape or figure into smaller, simpler parts. • A line segment where two faces of a three-dimensional shape meet. • To create a shape or figure by combining smaller shapes or components. • ...

Trigonometry Terms! 2024-10-07

Across

(Tier 2) A relationship or expression involving one or more variables
(Tier 1) The measurement or extent of something from end to end
(Tier 2) A specialist in a particular branch of study, especially the humanities; a distinguished academic
(Tier 1) The measurement from base to top
(Tier 1) The measure in degrees between two intersecting lines or surfaces at or close to the point where they meet
(Tier 2) A straight line that makes a right angle (90 degrees) with another line
(Tier 2) A statement that the values of two mathematical expressions are equal (indicated by the sign =)
(Tier 1) A number that describes how steep a line is, calculated as the ratio of the vertical change (rise) to the horizontal change (run) between two points on that line
(Tier 1) To get the size/ amount/ or degree of (something) by using an instrument or device marked in standard units or by comparing it with an object of known size
(Tier 3) The branch of mathematics concerned with the properties and relations of points/ lines/ surfaces/ solids/ and higher dimensional analogs
(Tier 1) A rule or connection that describes how two or more sets of numbers or variables are connected to each other

Down

(Tier 3) The trigonometric function the ratio of the side opposite side to the given angle over the hypotenuse side of the given angle
(Tier 3) The trigonometric function the ratio of the side adjacent side to the given angle over the hypotenuse side of the given angle
(Tier 2) A diagram showing the relation between variable quantities - typically of two variables - each measured along one of a pair of axes at right angles
(Tier 3) A quantity representing the power to which a fixed number (the base) must be raised to produce a given number
(Tier 3) The branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles
(Tier 1) A plane figure with three straight sides and three angles
(Tier 3) The trigonometric function the ratio of the side opposite side to the given angle over the adjacent side of the given angle
(Tier 2) A function that serves to “undo” another function
(Tier 2) The quantitative relation between two amounts showing the number of times one value contains or is contained within the other (every fraction can be considered this)
(Tier 3) The longest side of a right triangle - opposite the right angle

21 Clues: (Tier 1) The measurement from base to top • (Tier 2) A function that serves to “undo” another function • (Tier 1) The measurement or extent of something from end to end • (Tier 1) A plane figure with three straight sides and three angles • (Tier 2) A relationship or expression involving one or more variables • ...

Geometry Vocabulary 2023-05-29

Across

2 angles next to each other (adjacent)that when you add them together they = 180
tool shaped like a "t" that can be used to: draw a straight line, check for a 90 degree angle, and measure the length of a line segment
"v" shaped tool with a point at one end and pencil on the other. It is used to draw arcs and circles
a triangle made up of 3 acute angles
a triangle with an obtuse angle
an angle that measures anywhere between 91 and 180
a series of points joined together that extend in opposite directions forever
triangle with 2 equal sides and 2 equal angles
a triangle with a right angle
a shape with 3 sides, 3 angles, and 3 vertices
formed by two lines that share a common end point
the original number flipped upside down with the opposite sign
tool with an edge that is straight and is used to draw a straight line
number that tells you how steep a line is
to turn something so it is the mirror image of itself
triangle with 3 equal sides and 3 equal angles
a line that starts at a given point and goes off in one direction without stopping
tool shaped like a half moon used to measure angles
2 angles that have the same measurement

Down

an angle that measures less than 90
the angle formed when 2 perpendicular lines cross and perfectly square
any 2 angles that are next to one another and share the same vertex
2 lines that cross one another and form right angles
2 angles that are formed when 2 lines cross. they are also congruent.
the point where the two lines meet in an angle
a specific location and is drawn as a dot
2 triangles that have different sides but equal angles
lines that have no points in common and never cross
moving a shape without turning or flipping it
straightedge with measurement marks to determine the length of a line segment
a series of points joined together with a starting and ending point
triangle with no equal sides and no equal angles
changing the size of a shape but keeping the shape the same
tool with a solid based and evenly spaced pegs used with rubber bands to create various shapes
to rotate the shape around a fixed point
an angle that measures 180. it is also a straight line
2 angles next to each other (adjacent) that when you add them together they = 90

37 Clues: a triangle with a right angle • a triangle with an obtuse angle • an angle that measures less than 90 • a triangle made up of 3 acute angles • 2 angles that have the same measurement • to rotate the shape around a fixed point • a specific location and is drawn as a dot • number that tells you how steep a line is • moving a shape without turning or flipping it • ...

Geometry Vocabulary 2023-05-29

Across

2 angles next to each other (adjacent)that when you add them together they = 180
tool shaped like a "t" that can be used to: draw a straight line, check for a 90 degree angle, and measure the length of a line segment
"v" shaped tool with a point at one end and pencil on the other. It is used to draw arcs and circles
a triangle made up of 3 acute angles
a triangle with an obtuse angle
an angle that measures anywhere between 91 and 180
a series of points joined together that extend in opposite directions forever
triangle with 2 equal sides and 2 equal angles
a triangle with a right angle
a shape with 3 sides, 3 angles, and 3 vertices
formed by two lines that share a common end point
the original number flipped upside down with the opposite sign
tool with an edge that is straight and is used to draw a straight line
number that tells you how steep a line is
to turn something so it is the mirror image of itself
triangle with 3 equal sides and 3 equal angles
a line that starts at a given point and goes off in one direction without stopping
tool shaped like a half moon used to measure angles
2 angles that have the same measurement

Down

an angle that measures less than 90
the angle formed when 2 perpendicular lines cross and perfectly square
any 2 angles that are next to one another and share the same vertex
2 lines that cross one another and form right angles
2 angles that are formed when 2 lines cross. they are also congruent.
the point where the two lines meet in an angle
a specific location and is drawn as a dot
2 triangles that have different sides but equal angles
lines that have no points in common and never cross
moving a shape without turning or flipping it
straightedge with measurement marks to determine the length of a line segment
a series of points joined together with a starting and ending point
triangle with no equal sides and no equal angles
changing the size of a shape but keeping the shape the same
tool with a solid based and evenly spaced pegs used with rubber bands to create various shapes
to rotate the shape around a fixed point
an angle that measures 180. it is also a straight line
2 angles next to each other (adjacent) that when you add them together they = 90

6th Final Review 2025-05-12

Across

This type of energy is stored and is due to an objects position
This heat energy only happens with direct contact of a solid
An example of this is Athlete's foot
This pathogen is non-living
This root means balance
This pathogen requires anti-biotics to get better
The smallest unit of matter
Cells combine to make...
This Earth sphere includes all living things on Earth
This heat energy comes in the form of hot liquid or gas rising, and cool liquid or gas sinking
This is the layer of the atmosphere that is furthest from Earth
This root means green
This is a force when two objects' surfaces rub together
Atoms combine to form a...
This root means similar
The basic unit of all life
These all have jobs inside the cell to help it function
membrane Organelle that determines what enters and exits the cell
This body system breaks down food into nutrients
Tissues combine to make...
This landform can be found in Florida once chemical weathering wears away at a cavern long enough
Organelle that stores water, food, and waste
This classification is always lower case in binomial nomenclature
Organelle that is jelly like and holds other organelles in place

Down

Organelle that turns food into energy
This is a force that is constantly affecting us and helps keep us grounded
Humans belong to this domain
Organ systems combine to make this...
This body system moves oxygen and nutrient rich blood around the body
This type of cell contains membrane bound organelles
The ozone layer can be found in this layer of the atmosphere
This type of energy is from an objects motion
This body system provides support, structure, and movement
This body system brings oxygen into the body
Humans belong to this kingdom
This body system gets rid of waste
This body system sends and receives signals
This Earth sphere includes all frozen water on Earth
This type of wearing away of landforms can happen either chemically or physically
This is the layer of the atmosphere that is closest to Earth
Organelle that is the command center of the cell, reads DNA
Organelle that helps with photosynthesis
This body system protects from disease
This classification is always capitalized in a binomial nomenclature
This landform happens with smaller rivers meet up with larger bodies of water and deposit sediment in triangles at the mouth of the river

45 Clues: This root means green • This root means balance • This root means similar • Cells combine to make... • Atoms combine to form a... • The basic unit of all life • Tissues combine to make... • This pathogen is non-living • The smallest unit of matter • Humans belong to this domain • Humans belong to this kingdom • This body system gets rid of waste • An example of this is Athlete's foot • ...

Art 2025-08-13

Across

a two-dimensional area enclosed by lines.
Art, creative work made using computers or digital devices.
using differences to create emphasis or interest.
artwork depicting a person’s face.
Media, combining various artistic materials in one artwork.
showing strong feelings or emotions.
black drawing medium used for lines and shading.
giving the illusion of depth and three-dimensionality.
the visual perception of light reflected off objects.
how something feels or looks like it would feel.
transferring ink from a block or plate to paper.
breaking objects into geometric shapes to show multiple views.
paint that is thinned and mixed with water.
Art, inspired by popular culture, advertising, and comics.
using different elements for interest.
having identical or balanced parts on each side.
pioneer of cubism and modern art.
when all parts of an artwork work together harmoniously.
quick-drying synthetic paint.
background information about art’s time, place, or culture.
shaping materials into three-dimensional art.
creating visual stability by arranging elements.
making artwork by assembling different materials.
dreamlike and imaginative compositions.

Down

creating depth by depicting light and shadow.
artwork using only one color or one palette.
artwork showing outdoor scenery.
a source of creative ideas or motivation.
natural, flowing shapes found in nature.
guiding the viewer’s eye throughout an artwork.
drawing attention to the most important part of the artwork.
regular shapes like squares, circles, and triangles.
art that doesn’t directly represent reality.
full of brightness and energy.
making transitions smooth between colors or tones.
American artist celebrated for large flower paintings.
examine the parts and meaning of an artwork.
the lightness or darkness of colors or areas.
relationship of size between objects and parts.
painting style with visible brushstrokes and light.
a three-dimensional object or illusion of three dimensions.
repeating designs, shapes, or motifs.
malleable earth for ceramics and sculpture.
Kahlo, Mexican artist known for self-portraits expressing emotion.
Life, arrangement of objects like fruit or flowers.
repeating elements to create movement or excitement.
da Vinci, famous for works like Mona Lisa and The Last Supper.
the way an artist applies skills and tools.
a mark with length and direction; a continuous mark made on a surface.
the area around or within objects in artwork.

50 Clues: quick-drying synthetic paint. • full of brightness and energy. • artwork showing outdoor scenery. • pioneer of cubism and modern art. • artwork depicting a person’s face. • showing strong feelings or emotions. • repeating designs, shapes, or motifs. • using different elements for interest. • dreamlike and imaginative compositions. • natural, flowing shapes found in nature. • ...

Revision of Triangles 2022-01-21

Across

acute Each angle of an acute angled triangle is

Down

two In an isosceles triangle , any __ sides are equal in length.

2 Clues: acute Each angle of an acute angled triangle is • two In an isosceles triangle , any __ sides are equal in length.

Basic Design Elements and Principles 2021-01-17

Basic Design Elements and Principles crossword puzzle

Across

is the surface quality of an object in a piece of art.
It is known as a beat or visual temp. It refers to a frequent repetition of elements to create a movement's look and feel.
is an element of art that contours, outlines or defines a shape. It can be thick or thin, loose, sharp, curvy or straight. It simply be a mark that goes from one point to another, or it can be used to outline a form.
In order to establish the appearance of equality in weight or value, it refers to the proper arrangement of objects in a design. It provides a design of stability and structure.
In order to illustrate their differences or establish visual interest, or a focal point, it refers to the juxtaposition of various elements of design.

Down

is the first and simplest element of visual design. It serves as the focus of something visual, and therefore draws attention.
In a design, it simply refers to maintaining a certain format of your design. It is sometimes represented as a regular arrangement of elements (shapes, lines, colors) or motifs that are alternate or repeated.
It refers to the arrangement of elements to give the audience the impression that a cohesive whole must be created by all parts of the design or piece in harmony in which all parts of the pattern make other parts feel complete.
is when a line crosses itself or intersects with other lines to create an enclosed space. It can be geometric, such as circles, squares, rectangles or triangles.
is used to add interest to an art object. These are represented on a color wheel, an important tool for an artist.
in designing it refers to one aspect of a work of art being given specific attention. It can be accomplished by means of positioning, contrast, color, scale, repetition, etc.
can be described as the distance around and/or the area between design objects or elements.
is very similar to the element of design shape. The difference is that the term is form is used in art work that has three dimensions instead of two as shapes.

13 Clues: is the surface quality of an object in a piece of art. • can be described as the distance around and/or the area between design objects or elements. • is used to add interest to an art object. These are represented on a color wheel, an important tool for an artist. • ...

Basic Design Elements and Principles 2021-01-17

Across

In order to illustrate their differences or establish visual interest, or a focal point, it refers to the juxtaposition of various elements of design.
is very similar to the element of design shape. The difference is that the term is form is used in art work that has three dimensions instead of two as shapes.
in designing it refers to one aspect of a work of art being given specific attention. It can be accomplished by means of positioning, contrast, color, scale, repetition, etc.
is the first and simplest element of visual design. It serves as the focus of something visual, and therefore draws attention.
In order to establish the appearance of equality in weight or value, it refers to the proper arrangement of objects in a design. It provides a design of stability and structure.
is the surface quality of an object in a piece of art.
is an element of art that contours, outlines or defines a shape. It can be thick or thin, loose, sharp, curvy or straight. It simply be a mark that goes from one point to another, or it can be used to outline a form.

Down

It is known as a beat or visual temp. It refers to a frequent repetition of elements to create a movement's look and feel.
can be described as the distance around and/or the area between design objects or elements.
In a design, it simply refers to maintaining a certain format of your design. It is sometimes represented as a regular arrangement of elements (shapes, lines, colors) or motifs that are alternate or repeated.
is used to add interest to an art object. These are represented on a color wheel, an important tool for an artist.
is when a line crosses itself or intersects with other lines to create an enclosed space. It can be geometric, such as circles, squares, rectangles or triangles.
It refers to the arrangement of elements to give the audience the impression that a cohesive whole must be created by all parts of the design or piece in harmony in which all parts of the pattern make other parts feel complete.

Basic Design Elements and Principles 2021-01-17

Across

In order to illustrate their differences or establish visual interest, or a focal point, it refers to the juxtaposition of various elements of design.
is very similar to the element of design shape. The difference is that the term is form is used in art work that has three dimensions instead of two as shapes.
in designing it refers to one aspect of a work of art being given specific attention. It can be accomplished by means of positioning, contrast, color, scale, repetition, etc.
is the first and simplest element of visual design. It serves as the focus of something visual, and therefore draws attention.
In order to establish the appearance of equality in weight or value, it refers to the proper arrangement of objects in a design. It provides a design of stability and structure.
is the surface quality of an object in a piece of art.
is an element of art that contours, outlines or defines a shape. It can be thick or thin, loose, sharp, curvy or straight. It simply be a mark that goes from one point to another, or it can be used to outline a form.

Down

It is known as a beat or visual temp. It refers to a frequent repetition of elements to create a movement's look and feel.
can be described as the distance around and/or the area between design objects or elements.
In a design, it simply refers to maintaining a certain format of your design. It is sometimes represented as a regular arrangement of elements (shapes, lines, colors) or motifs that are alternate or repeated.
is used to add interest to an art object. These are represented on a color wheel, an important tool for an artist.
is when a line crosses itself or intersects with other lines to create an enclosed space. It can be geometric, such as circles, squares, rectangles or triangles.
It refers to the arrangement of elements to give the audience the impression that a cohesive whole must be created by all parts of the design or piece in harmony in which all parts of the pattern make other parts feel complete.

Special Right Triangles 2023-11-16

Special Right Triangles crossword puzzle

Across

isosceles right triangle

Down

right triangle

2 Clues: right triangle • isosceles right triangle

Circles and Triangles 2013-05-22

Across

Perpendicular segment from

Down

Type of triangle with three angles less than 90 degrees

2 Clues: Perpendicular segment from • Type of triangle with three angles less than 90 degrees

Type of Triangles 2024-07-25

Across

has one 90° angle

Down

has three congruent sides and three congruent angles

2 Clues: has one 90° angle • has three congruent sides and three congruent angles

Concepts from Mathematics for FIMATH students by K. SALAH EDDINE 2021-12-21

Concepts from Mathematics for FIMATH students by K. SALAH EDDINE crossword puzzle

Across

The branch of mathematics that deals with the relationships between the sides and the angles of Triangles and the calculations based on them.
They are mathematical elements used to represent an entity with both direction and magnitude. They are drawn to look similar to a ray since they are usually represented as a line segment with an endpoint on one side and an arrow on the other.
is a branch of mathematics that involves solving equations and inequalities to find an unknown quantity.
It is a way of comparing groups of numbers in a population based on data collected from a sample of the population. It includes how to find and interpret descriptive elements of the population sample.

Down

it is the study of points, lines, planes, and anything that can be made from those three things. It includes everything from angles to trapezoids to cylinders.
it is the study of things in motion or things that are changing. The word itself comes from a Latin word meaning “pebble” because pebbles used to be used in calculations.
is the study of events and how likely they are to happen. This likelihood is usually expressed as a fraction. The denominator expresses the total number of possible events in a given situation while the numerator expresses the number of ways that the indicated event can happen. Sometimes this fraction is converted to a decimal or a percentage, depending on the situation.
In general, it deals with all of the basic notions of numbers, including place value and comparisons. It also includes the fundamental operations of addition, subtraction, multiplication, division and their properties.

8 Clues: is a branch of mathematics that involves solving equations and inequalities to find an unknown quantity. • The branch of mathematics that deals with the relationships between the sides and the angles of Triangles and the calculations based on them. • ...

quadlilateral 2023-04-28

Across

parallelogram is a quadrilateral with two pairs of parallel sides. The opposite sides of a parallelogram are equal in length, and the opposite angles are equal in measure. Also, the interior angles on the same side of the transversal are supplementary.
rectangle is a quadrilateral in which all angles are right angles. A rectangle is a parallelogram, so its opposite sides are equal. The diagonals of a rectangle are equal and bisect each other.

Down

square is a quadrilateral with 4 equal sides and 4 right angles. A shape with four sides of equal length.
kite is a quadrilateral that has 2 pairs of equal-length sides and these sides are adjacent to each other. Properties: The two angles are equal where the unequal sides meet. It can be viewed as a pair of congruent triangles with a common base.
rhombus is a quadrilateral whose all four sides are equal in length and opposite sides are parallel to each other. However, the angles are not equal to 90°. A rhombus with right angles would become a square. Another name for rhombus is 'diamond' as it looks similar to the diamond suit in playing cards.
is a quadrilateral with one pair of opposite parallel sides. In the trapezium, ABCD, side AB is parallel to side CD.

6 Clues: square is a quadrilateral with 4 equal sides and 4 right angles. A shape with four sides of equal length. • is a quadrilateral with one pair of opposite parallel sides. In the trapezium, ABCD, side AB is parallel to side CD. • ...

Crossword Puzzle 2023-05-18

Across

- the same, if a sequence of rigid motions and dilations that takes the first figure onto the second
- a solid figure that has one special face called the base. All the other faces are triangles that meet at a single vertex called the apex.
- a quadrilateral with four right angles. Each right angle is 90 degrees
- a solid figure composed of two parallel, congruent faces connected by parallelograms. A prism must include flat sides.
- a cone is a three dimensional figure with a circular base and a point on the base is connected to the apex by a line of segment. An example of a cone is a traffic cone.
- a three dimensional figure with two parallel, congruent, circular bases, formed by translating one base to the other. Each pair of corresponding points on the bases is connected by a line segment Rhombus - A quadrilateral with four congruent sides. Also known as a diamond.
angle - an angle formed by two rays whose endpoints are the center of a circle. The radius vectors from from the arms of a central angle
- the region inside a circle lying between two radii of the circle. Think of a pie slice
quadrilateral - a quadrilateral whose vertices all lie on the same circle. Also known as a inscribed quadrilateral

Down

- an arrangement of figures that covers the entire plane without gaps or overlaps, have done this in class
- two lines that don't intersect are called parallel. We can also call segments parallel if they extend into parallel lines.
- a three dimensional figure in which all cross sections in every direction are circles. Basketball is an example.
- The part of a circle lying between two points on the circle. Two arcs have congruent angles.
of symmetry - a line of symmetry for a figure is a line such that reflection across the line takes the figure onto itself. A vertical line down the middle of a heart would be a line of symmetry.
bisector - a line through the midpoint of the segment that is perpendicular to it. It divides the segment right at the midpoint Rigid Transformations - a translation, rotation, or reflection. These are mainly used on the coordinate plane
of rotation - A line about which a two dimensional figure is rotated to produce a three dimensional figure, called a solid of rotation. Also known as axis of revolution
- a statement that has been proved mathematically, pythagorean _______
- the mass of a substance per unit volume. Helps to determine the volume of an object

18 Clues: - a statement that has been proved mathematically, pythagorean _______ • - a quadrilateral with four right angles. Each right angle is 90 degrees • - the mass of a substance per unit volume. Helps to determine the volume of an object • - the region inside a circle lying between two radii of the circle. Think of a pie slice • ...

Chapter 14 Bureaucracy 2019-03-03

Across

Corporations: A government agency that operates like a business corporation, created to secure greater freedom of action and flexibility for a particular program.
Operating Procedures: These procedures are used by bureaucrats to bring uniformity to complex organizations. Uniformity improves fairness and makes personnel interchangeable.
the use of governmental authority to control or change some practice in the private sector
Principle: The idea that hiring should be based on entrance exams and promotion ratings to produce administration by people with talent and skill.
Regulatory Commission: A government agency or commission with regulatory power whose independence is protected by Congress.
The lifting of government restrictions on business, industry, and professional activities.
Bureaucrats: A phrase referring to those bureaucrats who are in constant contact with the public and have considerable administrative discretion.
Rating: A schedule for federal employees, ranging from GS 1 to GS 18, by which salaries can be keyed to rating and experience.
of Personnel Management: The office in charge of hiring for most agencies of the federal government, using elaborate rules in the process.
Orders: a rule or order issued by the president to an executive branch of the government and having the force of law.
Implementation: Carrying out a policy through government agencies and courts

Down

Granting favors or giving contracts or making appointments to office in return for political support
Civil Service Act: Passed in 1883, an Act that created a federal civil service so that hiring and promotion would be based on merit rather than patronage.
Act: The 1939 act to prohibit civil servants from taking activist roles in partisan campaigns. This act prohibited federal employees from making political contributions, working for a particular party, or campaigning for a particular candidate.
and Control Policy: Typical system of regulation whereby gov. tells business how to reach certain goals,checks that these commands are fallowed, and punishes offender
Discretion: The ability of bureaucrats to make choices concerning the best way to implement congressional or executive intentions
a system of government in which most of the important decisions are made by state officials rather than by elected representatives.
System: Alternative to command and control, with marketlike strategies such as rewards used to manage public policy.
Executive Service: Established by Congress in 1978 as a flexible, mobile corps of senior career executives who work closely with presidential appointees to manage government.
Service: A system of hiring and promotion based on the merit principle and the desire to create a nonpartisan government service.
Triangles: A mutually dependent relationship between bureaucratic agencies, interest groups, and congressional committees or subcommittees. They dominate some areas of domestic policymaking.

21 Clues: Implementation: Carrying out a policy through government agencies and courts • the use of governmental authority to control or change some practice in the private sector • The lifting of government restrictions on business, industry, and professional activities. • ...

Restaurants and Food Brands. YUM YUM! 2020-03-21

Restaurants and Food Brands. YUM YUM! crossword puzzle

Across

some people refer to teeth as
barbe a papa
sweet candy straw
white glove guy helps with dinner
this make chocolate milk in your bowl
i loved the breakfast burritos from
2 guys make icecream
Danish ice cream
a devilish good drink
hancock liked to make
use these for smores
andy warhol made art of soup from
breakfast near moms
greendragon, california,crunch
peanut butter cups
pizza delivery used most often to house
whopper
5$ footlongs!
stewie cant pronounce this properly
Toucan Sam is the mascot for
snack that survives a nuclear attack
nastiest gum ever
mixed with coke you get an explosion
fireworks in your mouth
who wants to go to .. by themselves
chinese buffet
better call saul ended up working at
best fish tacos
jeffrey as a cookie
nathan favourite fast food place
youre not you when youre hungry
boobies and wings
mayor west likes to eat
finger lickin good
youll have a gold key in this chocolate bar
my favourite chip kinda snack
family of burgers
gives you the poops
favourite coffee place
they make your hamburger a beautiful thing

Down

my favourite chocolate bar
Bee happy
hard chocolate chip cookies
expensive steak
the first one in canada opened in Niagara Falls
toaster pastry
budda boom budda ching
spanish donut
fourgirls
Two scoops of raisins in every box
can i get a grande low fat soy latte no whip
you like to spread this on toast
chocolate the tastes like coffee
roast beef sandwiches
fast deep dish pizza
dip these in salsa
famous pancake and syrup
cheesy triangles
mexican grill
cheesy 9 min dinner
is this a poopy or a ..
harold and kumar go to..
you spit these on the floor of your truck
they have a hot now sign
101 chicken wing flavours
pizza buffets
have a break, have a
blizzard brrr
eat these with sausages and sour cream
youll find a prize at the bottom of this snack
these are the best pancakes ive ever had and ive been to..
huge portions and famous for dessert
makes boxed cakes
hard and tart candy
instant noodle soup
when youre here, youre family
in Hallpass they go to .. to find ladies
they found a finger in the chili at

78 Clues: whopper • Bee happy • fourgirls • barbe a papa • spanish donut • 5$ footlongs! • mexican grill • pizza buffets • blizzard brrr • toaster pastry • chinese buffet • expensive steak • best fish tacos • Danish ice cream • cheesy triangles • sweet candy straw • nastiest gum ever • makes boxed cakes • boobies and wings • family of burgers • peanut butter cups • dip these in salsa • finger lickin good • breakfast near moms • ...

Geometry Terms 2014-11-30

Across

A straight line extending from the center of a circle or sphere to the circumference or surface.
A polygon with 5 sides and 5 angles.
A closed three-dimensional figure.
Have the same measure and corresponding sides are in proportion.
A polygon with exactly four sides.
A ____ is a flat, two-dimensional object.
When three or more lines meet at a single point.
If angle A is an acute angle in a right triangle.
The point where the three altitudes meet, making them concurrent.
An ______ of a triangle is a line segment connecting a vertex to the line containing the opposite side and perpendicular to that side.
Part of a line between two points.
A two-dimensional representation of a three-dimensional object.
A quadrilateral with four right angles
A regular quadrilateral.
A location in space - a dot on a piece of paper.
An _____ is a line segment where two faces intersect.
The intersection point of two sides of a plane figure.
It is made of straight line segments.
A ____ is a quadrilateral that has two pairs of adjacent sides congruent (the same length).

Down

The segment connecting two consecutive midpoints of a triangle.
Means the "if" and "then" parts of a sentence are switched.
A "straight" line that begins at a certain point and extends infinitely in one direction.
A quadrilateral having both pairs of opposite sides parallel to each other.
A rectangle having all four sides of equal length.
The ________ in a right triangle is the side of the triangle that is opposite to the right angle.
This point is the same distance from each of the three vertices of the triangles.
All corresponding lengths are the same, and if all corresponding angles have the same measure.
The line segment between two points on a given curve.
The set of all points in a plane that are equidistant from a given point in the plane, which is the center of the ____.
A quadrilateral that has all four sides congruent.
The length of the side opposite to angle A divided by the length of the hypotenuse of the triangle.
A ______ is a segment connecting any vertex of a triangle to the midpoint of the opposite side.
The point where the three angle bisectors meet.
A circle's ______ is a segment that passes through the center and has its endpoints on the circle.
The intersection of a graph with one of the axes.
The _______ of a triangle is the point where the three medians meet.
Connects two points via the shortest path and continues indefinitely (forever) in both directions.

37 Clues: A regular quadrilateral. • A closed three-dimensional figure. • A polygon with exactly four sides. • Part of a line between two points. • A polygon with 5 sides and 5 angles. • It is made of straight line segments. • A quadrilateral with four right angles • A ____ is a flat, two-dimensional object. • The point where the three angle bisectors meet. • ...

complete the crossword puzzle below. 2018-01-06

complete the crossword puzzle below. crossword puzzle

Across

the length of the opposite side divided by the length of the adjacent side
in the word quadrilateral, lateral means?
Expression that consists of algebraic terms, operation symbols or bracket signs
the quantitative relation between two amounts showing the number of times one value contains or is contained within the other
the space (usually measured in degrees) between two intersecting lines or surfaces at or close to the point where they meet.
exponent all numbers,letters,expression raise to 0 power is equal to 1
has equal sides and every angle is a right angle (90°)
it means four
The expression b²-4ac
Quadratic graphs that are part of curved family
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
Equations that have one or more algebraic fractions
the product of two irrational numbers
The angle above horizontal that an observer must look to see an object that is higher than the observer
An expression that involves radical sign (√͞ or √)
we can obtain this ratio by multiplying or dividing both parts by the same constant.
longest side of a right-angled triangle
A relationship of variation between two variables in which the product is a constant

Down

a quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression (e.g., 3 in 23 = 2 × 2 × 2)
a theorem in geometry: the square of the length of the hypotenuse of a right triangle equals the sum of the squares of the lengths of the other two sides.
mathematical relationship between two variables that can be expressed by an equation in which one variable is equal to a constant times the other
an angle between 90 degree-180 degree
The angle below horizontal that an observer must look to see an object that is lower than the observer
quadrilateral with four right angles
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of
A relationship of variation between two variables in which one is a constant multiple of the other
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
it involves nth root
plural of index
of symmetry A graph that passes through its minimum/maximum point

30 Clues: it means four • plural of index • it involves nth root • The expression b²-4ac • quadrilateral with four right angles • an angle between 90 degree-180 degree • the product of two irrational numbers • longest side of a right-angled triangle • in the word quadrilateral, lateral means? • Quadratic graphs that are part of curved family • ...

complete the crossword puzzle below 2018-01-03

Across

Expression that consists of algebraic terms, operation symbols or bracket signs
exponent all numbers,letters,expression raise to 0 power is equal to 1
an angle between 90 degree-180 degree
the space (usually measured in degrees) between two intersecting lines or surfaces at or close to the point where they meet.
a theorem in geometry: the square of the length of the hypotenuse of a right triangle equals the sum of the squares of the lengths of the other two sides.
A relationship of variation between two variables in which the product is a constant
Equations that have one or more algebraic fractions
the quantitative relation between two amounts showing the number of times one value contains or is contained within the other
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of
a quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression (e.g., 3 in 23 = 2 × 2 × 2)
of symmetry A graph that passes through its minimum/maximum point
has equal sides and every angle is a right angle (90°)
mathematical relationship between two variables that can be expressed by an equation in which one variable is equal to a constant times the other
the product of two irrational numbers
Quadratic graphs that are part of curved family

Down

the length of the opposite side divided by the length of the adjacent side
it involves nth root
we can obtain this ratio by multiplying or dividing both parts by the same constant.
The expression b²-4ac
The angle below horizontal that an observer must look to see an object that is lower than the observer
plural of index
it means four
longest side of a right-angled triangle
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
quadrilateral with four right angles
The angle above horizontal that an observer must look to see an object that is higher than the observer
An expression that involves radical sign (√͞ or √)
in the word quadrilateral, lateral means?
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
A relationship of variation between two variables in which one is a constant multiple of the other

complete the crossword puzzle below. 2018-01-04

Across

it means four
The angle below horizontal that an observer must look to see an object that is lower than the observer
mathematical relationship between two variables that can be expressed by an equation in which one variable is equal to a constant times the other
the quantitative relation between two amounts showing the number of times one value contains or is contained within the other
A relationship of variation between two variables in which the product is a constant
it involves nth root
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of
a quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression (e.g., 3 in 23 = 2 × 2 × 2)
plural of index
The angle above horizontal that an observer must look to see an object that is higher than the observer
an angle between 90 degree-180 degree
the space (usually measured in degrees) between two intersecting lines or surfaces at or close to the point where they meet.
the product of two irrational numbers

Down

Expression that consists of algebraic terms, operation symbols or bracket signs
longest side of a right-angled triangle
has equal sides and every angle is a right angle (90°)
we can obtain this ratio by multiplying or dividing both parts by the same constant.
a theorem in geometry: the square of the length of the hypotenuse of a right triangle equals the sum of the squares of the lengths of the other two sides.
The expression b²-4ac
Quadratic graphs that are part of curved family
Equations that have one or more algebraic fractions
of symmetry A graph that passes through its minimum/maximum point
A relationship of variation between two variables in which one is a constant multiple of the other
quadrilateral with four right angles
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
the length of the opposite side divided by the length of the adjacent side
in the word quadrilateral, lateral means?
An expression that involves radical sign (√͞ or √)
exponent all numbers,letters,expression raise to 0 power is equal to 1

Triviaish 2024-04-11

Across

Egyptian god of funerals and care for the dead
the first 6 letters on the keyboard
Greek goddess of marriage
not a planet anymore
Egyptian god of peace lions are and wind
planet that smells like rotten eggs
the aplpha bet
Egyptian goddess of pleasure
the study of history of life on earth
Egyptian god of pre creation and post creation
Egyptian goddess of the sky stars and cosmos
our planet
Greek god of the underworld
Greek god of wine
Egyptian god of earth farming and fertility
Greek goddess of wild animals
Greek Goddess of war
Egyptian god of the dead and the underworld
princess in yellow dress
Greek god of the ocean and earthquakes
Egyptian Goddess of moisture
Greek titan, mother of zeus
the bet alpha
Greek god of lightning
Egyptian god of healing protection the sun and the sky
tiny red organge planet
the brach of math that deals with shapes, lined, etc.
Greek Titan, Father of Hestia, Demeter, Hera, Hades, Poseidon, and Zeus
Egyptian goddess of love healing fertility magic and the moon
the gas humans and animals need to live
Greek God of war
the branch of math that deals with triangles and there angles and sides and their relationships
the study of makeup and beauty

Down

Greek god of artisans and valcanoes
blue gas planet
the gas that humans breathe out
the study of the weather
hottest planet
planet with rings
Greek god of archery music and dance
Egytptian goddess the sky
sour candy in the shape of children
the belief in one god
how humans turn oxygen into energy
Largest planet
the belief in many gods
Greek goddess of agriculture
giant flaming ball of gas
Greek messenger god
get 'Krissed'
Egyptian god said to have created the cosmos
a person who doesn't believe in god
Greek goddess of the earth
the study of rocks
Egyptian god of the sun
Egyptian god of thunderstorms eclipses and earthquakes
what plants do to get energy
SKSKSKSKSKS AND I OoP water bottle
Primary Producers
the chemical formula of water
the study of stars and space
planet closest to the sun
Greek Goddess of love and beauty
the study of life
the study of dentistry and teeth
hit a yellow ball with a bat

66 Clues: our planet • get 'Krissed' • the bet alpha • hottest planet • the aplpha bet • Largest planet • blue gas planet • Greek God of war • planet with rings • Greek god of wine • Primary Producers • the study of life • the study of rocks • Greek messenger god • not a planet anymore • Greek Goddess of war • the belief in one god • Greek god of lightning • the belief in many gods • Egyptian god of the sun • ...

Les structures 2024-05-28

Across

Il est doté d’une entretoise faite de triangles pour fournir un soutien supplémentaire.
Une force qui peut changer lorsqu’elle agit sur une structure.
Le poids le plus grand qu’une structure peut supporter et maintenir l’intégrité structurelle.
Une force qui pousse dans des directions opposées.
L’endroit où la force entre en contact avec la structure.
Un poids ou une source de pression qui crée une force externe sur une structure.
Elles sont créées sans toucher un autre objet.
La force qui attire un corps vers le centre de la Terre.
Elles reposent sur un arrangement d’ossature constitué de pièces reliées entre elles. Elles peuvent être bidimensionnelles ou tridimensionnelles.
La taille de la force.
Quelque chose qui a une taille, une forme et un but précis et qui peut supporter une charge.
Une force d’étirement qui dilate ou s’allonge.
Une force qui comprime ou presse quelque chose ensemble.
Le but ou la capacité d’une structure à faire quelque chose.
Utilise une couche extérieure pour fournir un support.
Il a des câbles suspendus à des tours pour supporter la charge.
Elles sont créées lorsque deux objets se touchent.
Une force qui exerce un mouvement de torsion.
Une force qui agit sur un objet ou une structure depuis l’extérieur de la structure.
Cela décrit une chose qui est identique des deux côtés.

Down

L’étude de la manière dont les meubles et les lieux de travail peuvent être aménagés pour permettre aux gens de travailler confortablement et efficacement.
Il a une forme semi-circulaire pour supporter la charge. Les murs de soutènement fournissent un support supplémentaire.
Un poids qui ne change pas.
Un dispositif qui peut détecter ou mesurer une certaine condition.
La force de tirer.
La taille et les matériaux d’une structure.
Elles sont fabriquées à partir d’une seule pièce de matériau solide.
La beauté et le goût artistique de quelque chose.
Une force qui agit à l’intérieur de la structure.
Une ligne imaginaire qui peut aller dans n’importe quelle direction, à condition que la partie de l’objet située des deux côtés soit réfléchie.
C’est simple, avec une poutre horizontale soutenue par des piliers.
Le centre moyen du poids dans une structure.
La force de pousser.
L’endroit d’où vient la force.

34 Clues: La force de tirer. • La force de pousser. • La taille de la force. • Un poids qui ne change pas. • L’endroit d’où vient la force. • La taille et les matériaux d’une structure. • Le centre moyen du poids dans une structure. • Une force qui exerce un mouvement de torsion. • Elles sont créées sans toucher un autre objet. • Une force d’étirement qui dilate ou s’allonge. • ...

Geomotry Cross word puzzle. 2024-05-15

Geomotry Cross word puzzle. crossword puzzle

Across

The point exactly halfway along a segment.
The distance around a circle.
An angle whose vertex is the center of the circle.
An arc measuring less than 180 degrees.
Angles that have the same measure.
A part of a line with two endpoints.
In a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
The set of all points equidistant from a central point.
Points that lie on the same flat surface.
A portion of the circumference of a circle.
An infinite flat surface.
The ratio of the length of the side opposite an acute angle to the hypotenuse in a right triangle.
Perpendicular segment from the vertex of a solid to the opposite base.
A parallelogram with four right angles.
A line that divides a figure into two congruent halves.
Two angles whose sum is 90 degrees.
An angle that measures exactly 90 degrees.
An arc measuring more than 180 degrees.
A triangle with all angles congruent.
A set of points in space equidistant from a fixed point.
A quadrilateral with one pair of parallel sides.
A line that divides an angle into two equal parts.
The sum of the areas of the lateral faces.
Angles formed by two chords in a circle.
A polygon with three sides and three angles.
A line segment joining a vertex to the midpoint of the opposite side.
An angle larger than a right angle but less than a straight angle.

Down

A triangle with one angle greater than 90 degrees.
Circles with the same radius.
The distance around a polygon.
A quadrilateral with opposite sides parallel.
A closed figure formed by straight lines.
A polygon with four sides.
A polygon with all sides and angles congruent.
The amount of space occupied by a solid.
Triangles with corresponding sides and angles equal.
Lines that intersect at right angles.
A solid with two congruent circular bases.
A straight path extending infinitely in both directions.
A parallelogram with all sides equal.
An angle smaller than a right angle.
A triangle with one angle equal to 90 degrees.
A prism where all sides are squares.
Segments that have the same length.
A line segment joining two points on the circle.
A comparison of two quantities using division.
A prism whose lateral faces are rectangles.
A line touching a circle at exactly one point.
Lines that never intersect and are in the same plane.
The measure of the space enclosed by a surface.

50 Clues: An infinite flat surface. • A polygon with four sides. • Circles with the same radius. • The distance around a circle. • The distance around a polygon. • Angles that have the same measure. • Segments that have the same length. • Two angles whose sum is 90 degrees. • A part of a line with two endpoints. • An angle smaller than a right angle. • ...

Math Mayhem 2024-12-14

Across

Angles or sides that are in the same relative position in two geometrical shapes.
A systematic deviation from the true value in statistical measurements.
Operations or terms that follow one another in order, such as successive approximations.
The process of estimating values outside a known range based on existing data.
The bottom number of a fraction that shows how many parts the whole is divided into.
A type of number that cannot be expressed as a fraction of two integers.
The possible results of an experiment or probability event.
A line that divides an angle or segment into two equal parts.
The point halfway between two points, often found by averaging their coordinates.
A transformation that moves every point of a figure the same distance in the same direction.
Two events are independent if the occurrence of one does not affect the probability of the other.
A decimal that repeats indefinitely, like a repeating decimal.
The powers or exponents to which a number is raised in an expression.
Symbols used to group terms or expressions in mathematics.
The digits in a number that carry meaningful information.
Mathematical statements that show the relationship between expressions that are not equal.
A closed figure with straight sides, such as triangles, quadrilaterals, etc.
A number expressed as a fraction of 100.
The process of breaking down an expression into its factors or components.

Down

A statistical measure that expresses the extent to which two variables are related.
The limits or constraints that define the range of values for a variable.
The process of reducing an expression to its simplest form.
The number obtained by dividing 1 by a given number or expression.
The process of adding or multiplying quantities together to form a new result.
A mathematical equation stating that two ratios are equivalent.
Mathematical relationships where each input has exactly one output.
Numbers that involve the square root of negative numbers, represented by 'i'.
The number of times an event occurs in a given set of data.
The slope of a line, representing the rate of change between two points.
The reciprocal of a number or the opposite of an operation.
The process of finding an approximate value based on available data.
The geometric method of drawing shapes using only a compass and straightedge.
A figure is inscribed in another when it is entirely contained within it, touching the boundaries.
The angle measured clockwise from the north direction to the line connecting two points.

34 Clues: A number expressed as a fraction of 100. • The digits in a number that carry meaningful information. • Symbols used to group terms or expressions in mathematics. • The process of reducing an expression to its simplest form. • The possible results of an experiment or probability event. • The number of times an event occurs in a given set of data. • ...

complete the crossword puzzle below. 2018-01-03

Across

in the word quadrilateral, lateral means?
has equal sides and every angle is a right angle (90°)
the trigonometric function that is equal to the ratio of the side adjacent to an acute angle (in a right-angled triangle) to the hypotenuse.
the product of two irrational numbers
The angle above horizontal that an observer must look to see an object that is higher than the observer
quadrilateral with four right angles
Expression that consists of algebraic terms, operation symbols or bracket signs
plural of index
we can obtain this ratio by multiplying or dividing both parts by the same constant.
A relationship of variation between two variables in which one is a constant multiple of the other
mathematical relationship between two variables that can be expressed by an equation in which one variable is equal to a constant times the other
the trigonometric function that is equal to the ratio of the side opposite a given angle (in a right triangle) to the hypotenuse
The expression b²-4ac
of symmetry A graph that passes through its minimum/maximum point
longest side of a right-angled triangle
a theorem in geometry: the square of the length of the hypotenuse of a right triangle equals the sum of the squares of the lengths of the other two sides.
exponent all numbers,letters,expression raise to 0 power is equal to 1

Down

an angle between 90 degree-180 degree
a quantity representing the power to which a given number or expression is to be raised, usually expressed as a raised symbol beside the number or expression (e.g., 3 in 23 = 2 × 2 × 2)
An expression that involves radical sign (√͞ or √)
Quadratic graphs that are part of curved family
The angle below horizontal that an observer must look to see an object that is lower than the observer
Equations that have one or more algebraic fractions
the length of the opposite side divided by the length of the adjacent side
it involves nth root
it means four
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of
A relationship of variation between two variables in which the product is a constant
the quantitative relation between two amounts showing the number of times one value contains or is contained within the other
the space (usually measured in degrees) between two intersecting lines or surfaces at or close to the point where they meet.

Excel Module 1(Mrs. White) 2022-03-21

Excel Module 1(Mrs. White) crossword puzzle

Across

a blinking vertical line that appears when you click in a paragraph, cell, or textbox
an arithmetic symbol used to start a formula
an interface that you see when opening a new or existing document in Excel
the printed page is taller than it is wide
information necessary for a formula or function to calculate a function
the view that contains commands that let you manage the file and program settings
a button that appears after using the fill handle
an area on the left end of the status bar that indicates the program's status
a search box on the ribbon that is used to find a command or access the application Help system
the excel view that shows how the sheet will look when printed
a cell address that refers to a specific cell and does not change when you copy the formula
numbers, formulas, and functions used in calculations
terms added to a file's Document Properties that help locate the file in search
Triangles that lets you navigate to additional sheet tabs when available
a quick, simple chart located within a cell that serves as a visual indicator of data trends
a column chart turned on its side so that the length of each bar is based on its value

Down

in a formula, a symbol that performs mathematical calculations
the worksheet is wider than it is tall
the area above the worksheet gird where you enter/edit data in the active cell
a group of cells in a rectangular block in a worksheet
A named operation that replaces the action of an arithmetic expression
a mathematical statement in a spreadsheet or table cell that calculates a value
the sequence of which operators are applied in a calculation
a temporary windows storage area that holds the selections you copy or cut so you can use them later
the dark rectangle that outlines the active cell in the worksheet
a box to the left of the formula bar that shows the cell reference/name of the active cell
a program used to present numeric data
a cell address that automatically changes to reflect the new location when the formula is copied or moved
a feature that automatically suggests text, numbers, or dates to insert based on previous entries
the excel view that shows the context of the sheet but not a preview of how the sheet will look when printed
A cell's location, expressed by its column letter and row number

31 Clues: the worksheet is wider than it is tall • a program used to present numeric data • the printed page is taller than it is wide • an arithmetic symbol used to start a formula • a button that appears after using the fill handle • numbers, formulas, and functions used in calculations • a group of cells in a rectangular block in a worksheet • ...

Geometry Crossword Puzzle 2022-05-16

Geometry Crossword Puzzle crossword puzzle

Across

This is a quadrilateral having only one pair of parallel sides. To find the area of it, the formula A=1/2(B1+B2)h.
This is an angle whose vertex is on the circle and sides contain chords. The measure of the inscribed angle is equivalent to half the intercepted arc.
These are angles that match each other in position. These angles are congruent.
This is a polyhedron in which the base is a polygon and the lateral faces are triangles with a common vertex. It has three main parts: the base, apex, and faces.
These are angles that add up to 180 degrees. 50 degrees and 130 degrees are an example of this.
This is a straight line that intersects a circle. It intersects at two points.
This is the perpendicular distance from the center of a regular polygon to a side. It is required to find the area of a regular polygon.
This is a straight line that touches a circle at only one point. This never enters the circle's interior.
This is a line that intersects two or more coplanar lines at distinct points. These can be used to help determine if two lines are parallel.
These are angles that add up to make 90 degrees. 60 degrees and 20 degrees are an example of this.
Name a shape with 5 sizes. Each interior angle should be 36 degrees.

Down

This is an angle whose vertex is the center of the circle. To find the measure, you need to divide the arc length by the radius length.
This is the distance around a circle. The formula is C=2πr.
This is when the points in the original figure move an identical distance along parallel lines, creating the image. The image and preimage will be congruent.
This is the amount of space that a 3-D figure occupies. The most basic formula for this is V=Bh.
These are angles that lie on the outside of two lines. They are also on opposite sides of the transversal.
This is the set of all points in space that is given to distance from a point. This shape has no corners or edges.
These are coplanar lines that do not intersect. They are always the same distance apart.
These are angles that are between the two lines and are on the same side of the transversal. They are supplementary.
Name a shape with 6 sizes. Each interior angle should be 60.
This is the distance along an arc. The formula is s=rθ.

21 Clues: This is the distance along an arc. The formula is s=rθ. • This is the distance around a circle. The formula is C=2πr. • Name a shape with 6 sizes. Each interior angle should be 60. • Name a shape with 5 sizes. Each interior angle should be 36 degrees. • This is a straight line that intersects a circle. It intersects at two points. • ...

Geometry Crossword 2022-05-18

Across

The distance from the center of a circle to any point on its circumference. The formula to find this is r=C/2π
the distance around a circle. The formula to find it is 2πr or πd.
sum of the area of the lateral faces of a figure. This does not include the bases of the figure
the perpendicular distance from the center of a regular polygon to the side of the polygon. It is used to find the area of a regular polygon.
sum of the areas of all the faces of a figure. This does include the bases of the figure
The line directly in the middle of a point in the original and its corresponding point in the image. This is how you determine where a reflection goes
Any angle that is larger than 90 degrees. They also cannot be larger than 180 degrees.
An angle that measures exactly 90 degrees. A rectangle contains four of these.
a polygon that has all sides congruent and all angles congruent. The formula to find the area is A=1/2ap

Down

an angle whose vertex is on the circle and the sides contain chords. The measure of the angle is half of the measure of its arc
the full length of the circle running from the edge, through the midpoint, to the other side. The formula for this is d=2r
an angle with a vertex at the center of a circle and sides that are radii of the circle. The measure of the angle is the same as the measure of its arc.
a function that changes the size of an object without changing its shape. This is a non-rigid movement.
a quadrilateral that only has two sides parallel. The formula to find the area is A=½(b1+b2)h
Polyhedron in which the base is a polygon and the lateral faces are triangles with a common vertex. The formula to find its volume is V=1/3πr^2h
a segment with one endpoint on a circle, one endpoint outside the circle, and one point between the endpoints that intersect the circle. The sides of inscribed angles are usually secant segments
two angles that add up to 180 degrees. Those two angles would make a flat line together
Any angle less than 90 degrees. An equilateral triangle contains three of these.
the amount of space a 3D figure occupies. It uses cubic units, like cm^3
a set of points in space that is a given distance from a point. The formula to find the surface area is SA=4πr^2

20 Clues: the distance around a circle. The formula to find it is 2πr or πd. • the amount of space a 3D figure occupies. It uses cubic units, like cm^3 • An angle that measures exactly 90 degrees. A rectangle contains four of these. • Any angle less than 90 degrees. An equilateral triangle contains three of these. • ...

Performance Task 2021-05-12

Across

is any text where the main purpose is to present a point of view and seeks to persuade a reader
was an Italian sculptor of the Renaissance
anything that has mass and volume (occupies space)
the state of being in good health, especially as an actively pursued goal.
is a genre of South Asian music, the other being film, various varieties of pop, regional folk, religious and devotional music
the written or printed signs representing vocal or instrumental sound.
isang uri ng lathalain na tumatalakay sa mga kasalukuyang kaganapan sa labas at loob ng isang bansa
is a statistical term used to describe a straight-line relationship between two variables.
isang kataga sa wikang Filipino na ang kahulugan ay pagbigay ng bunyi, gantimpala, o pagkilala matapos ang isang gawain o serbisyong mataas, malaki, at napakahalaga ang naging ambag sa isang tao, bagay, lugar, kompanya, o pangyayari
ang nagsisilbing daan upang ang bawat isa sa atin ay magkaroon ng ugnayan
is a decennial assembly of bishops of the Anglican Communion convened by the Archbishop of Canterbury
was a powerful office set up within the Catholic Church to root out and punish heresy throughout Europe and the Americas
is a belief or judgment that falls short of absolute conviction
kasaysayan ng kabayanihan, kuwento ng romansa, palasintahan, pag-iibigan, kuwento ng pag-iibigan

Down

pinilakang tabing, ay isang larangan na sinasakop ang mga gumagalaw na larawan bilang isang anyo ng sining o bilang bahagi
the presentation of an image on a surface, especially a movie screen.
The white area at the base of a fingernail.
is a method for visually representing three-dimensional objects in two dimensions in technical and engineering drawings
branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids, and higher dimension
covering on the upper surface of the tip of the finger and toe in humans and other primates.
a protective and waxy or hard layer covering the epidermis
The sum of the three interior angles of a is always 180°.
is a small localized object to which can be ascribed several physical or chemical properties such as volume, density or mass
the quality of being thankful; readiness to show appreciation for and to return kindness.
firm and stable in shape; not liquid or fluid.
Proven Real
they have the same shape and size, or if one has the same shape and size as the mirror image of the other
is simply a “helper” view, which shows the slanted part of the object as it actually is.

28 Clues: Proven Real • was an Italian sculptor of the Renaissance • The white area at the base of a fingernail. • firm and stable in shape; not liquid or fluid. • anything that has mass and volume (occupies space) • The sum of the three interior angles of a is always 180°. • a protective and waxy or hard layer covering the epidermis • ...

Carlos Vazquez crossword 2019-05-31

Carlos Vazquez crossword crossword puzzle

Across

angle angle whose measure is 180 degrees.
Has no size , length ,width , or height. Has no size, length,.it is represented by a dot and named by a capital letter .
congruent polygons lying in parallel planes.
branch of mathematics that deals with points , lines , planes and solid and examines their properties.
of a triangle segment from the vertex of a triangle.
triangle two triangles are congruent if corresponding sides congruent.
triangle triangle with no sides congruent.
angle angle whose measure is 90 degrees.
are whose endpoint are endpoint of a diameter.
line in the plane of the circle that intersects the circle in one point.
triangle triangle with all angles congruent.
chord that passes through the center of the circle.
the set of points in a plane that are equidistant from a fixed point called the center.
has a vertex and circular base.
point points that lie on the same plane.
polygon with 6 side
point points that do not lie on the same plane.
final statement
parallelogram with consecutive sides congruent.
quadrilateral with exactly one pair of opposite parallel.
all sides congruent and all four angles.
angle 180 degrees
set of all points.
logical explantion
highest point

Down

set of points which has infinite length bit no width or height.
of a triangle segment from the vertex of a triangle perpendicular to the line containing the opposite side.
bisector ray that divides an angle into two congruent adjacent angles.
a guess
faces faces of a prism that are not its bases.
of any surface is the number of square units.
quadrilateral with both pairs of opposite sides parallel.
polygon with 7 sides
polygon polygon which is equilateral and equiangular.
parallelogram with right angle.
is the part of a line that contains an endpoint and all points between them.
has two congruent circular base in parallel planes.
lines are noncoplanar lines they will not intersect.
equation that states two rations are equal.
consists of two points and continuous part of a circle.
statement form by negativity both hypothesis
segment that connects 2 points
part of a line consist of two points called endpoint and all points between them.
angle triangle that has all acute angles.
line that intersects a circle in two points.
angles the non-adjacent angles formed by two intersecting lines.
are are whose measure in less than a semi-circle or 180 degrees.
given point called center
comparison of two numbers by division.

49 Clues: a guess • highest point • final statement • angle 180 degrees • set of all points. • logical explantion • polygon with 6 side • polygon with 7 sides • given point called center • segment that connects 2 points • parallelogram with right angle. • has a vertex and circular base. • comparison of two numbers by division. • all sides congruent and all four angles. • ...

Geomotry Cross word puzzle. 2024-05-15

Across

An angle smaller than a right angle
A triangle with one angle greater than 90 degrees
A prism whose lateral faces are rectangles
A triangle with one angle equal to 90 degrees
A prism where all sides are squares
An angle that measures exactly 90 degrees
A quadrilateral with opposite sides parallel
The sum of the areas of the lateral faces
A line that divides an angle into two equal parts
A polygon with all sides and angles congruent
A parallelogram with all sides equal
A straight path extending infinitely in both directions
The ratio of the length of the side opposite an acute angle to the hypotenuse in a right triangle
The measure of the space enclosed by a surface
A solid with two congruent circular bases
Points that lie on the same flat surface
An infinite flat surface
The distance around a polygon
Angles that have the same measure
Lines that intersect at right angles
A parallelogram with four right angles
Angles formed by two chords in a circle
A quadrilateral with one pair of parallel sides
In a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides

Down

A triangle with all angles congruent
An angle larger than a right angle but less than a straight angle
A polygon with four sides
Triangles with corresponding sides and angles equal
A line that divides a figure into two congruent halves
An angle whose vertex is the center of the circle
Circles with the same radius
A portion of the circumference of a circle
Perpendicular segment from the vertex of a solid to the opposite base
The amount of space occupied by a solid
An arc measuring less than 180 degrees
Lines that never intersect and are in the same plane
Segments that have the same length
A line segment joining a vertex to the midpoint of the opposite side
The set of all points equidistant from a central point
Two angles whose sum is 90 degrees
The point exactly halfway along a segment
A set of points in space equidistant from a fixed point
A closed figure formed by straight lines
A part of a line with two endpoints
The distance around a circle
A polygon with three sides and three angles
A line segment joining two points on the circle
A line touching a circle at exactly one point
A comparison of two quantities using division

49 Clues: An infinite flat surface • A polygon with four sides • Circles with the same radius • The distance around a circle • The distance around a polygon • Angles that have the same measure • Segments that have the same length • Two angles whose sum is 90 degrees • An angle smaller than a right angle • A prism where all sides are squares • A part of a line with two endpoints • ...

Geomotry Cross word puzzle. 2024-05-15

Across

A parallelogram with all sides equal.
Angles that have the same measure.
Circles with the same radius.
The set of all points equidistant from a central point.
Angles formed by two chords in a circle.
A solid with two congruent circular bases.
The amount of space occupied by a solid.
A quadrilateral with one pair of parallel sides.
A part of a line with two endpoints.
The distance around a polygon.
The sum of the areas of the lateral faces.
A portion of the circumference of a circle.
An arc measuring more than 180 degrees.
Lines that intersect at right angles.
A straight path extending infinitely in both directions.
A line that divides an angle into two equal parts.
A parallelogram with four right angles.
The ratio of the length of the side opposite an acute angle to the hypotenuse in a right triangle.
A comparison of two quantities using division.
A polygon with four sides.
An angle whose vertex is the center of the circle.
The measure of the space enclosed by a surface.
A polygon with all sides and angles congruent.
Points that lie on the same flat surface.

Down

A triangle with all angles congruent.
The distance around a circle.
Two angles whose sum is 90 degrees.
A triangle with one angle equal to 90 degrees.
The point exactly halfway along a segment.
A line segment joining two points on the circle.
Triangles with corresponding sides and angles equal.
An angle smaller than a right angle.
Lines that never intersect and are in the same plane.
In a right triangle, the square of the hypotenuse is equal to the sum of the squares of the other two sides.
Perpendicular segment from the vertex of a solid to the opposite base.
Segments that have the same length.
A line that divides a figure into two congruent halves.
A prism whose lateral faces are rectangles.
A line touching a circle at exactly one point.
A prism where all sides are squares.
An arc measuring less than 180 degrees.
A line segment joining a vertex to the midpoint of the opposite side.
A polygon with three sides and three angles.
A triangle with one angle greater than 90 degrees.
A set of points in space equidistant from a fixed point.
A quadrilateral with opposite sides parallel.
An angle that measures exactly 90 degrees.
A closed figure formed by straight lines.

48 Clues: A polygon with four sides. • The distance around a circle. • Circles with the same radius. • The distance around a polygon. • Angles that have the same measure. • Two angles whose sum is 90 degrees. • Segments that have the same length. • An angle smaller than a right angle. • A part of a line with two endpoints. • A prism where all sides are squares. • ...

AP Gov Vocab 2023-04-28

Across

grants Federal grants given more or less automatically to states or communities to support broad programs in areas such as community development and social services. compare categorical grants
A strategy unique to the Senate whereby opponents of a piece of legislation use their right to unlimited debate to prevent the Senate from ever voting on a bill
discretion The authority of administrative actors to select among various responses to a given problem
executive agency The government agencies not accounted for by cabinet departments, independent regulatory commissions, and government corporations
A way of organizing a nation so that two or more levels of government have formal authority over the same land and people
grants Federal categorical grants distributed according to a formula specified in legislation or in administrative regulations
Transferring responsibility for policies from the federal government to state and local governments
poll Public opinion surveys used by major media pollsters to predict electoral winners with speed and precision
An economic system in which individuals and corporations, not the government, own the principal means of production and seek profits
The principle that government should not meddle in the economy
clause The final paragraph of Article I, Section 8, of the Constitution, which authorizes Congress to pass all laws "necessary and proper" to carry out the enumerated powers
legislature A legislature divided into two houses
Those already holding office

Down

grants Federal grants that can be used only for specific purposes
Groups such as parties or interest groups
institutions The political channels through which people's concerns become political issues on the policy agenda
exercise clause A First Amendment provision that prohibits government from interfering with the practice of religion
powers Powers of the federal government that go beyond those enumerated in the Constitution
Direct group involvement in the electoral process, for example, by helping to fund campaigns, getting members to work for candidates, and forming political action committees
action A policy designed to give special attention to or compensatory treatment for members of some previously disadvantaged group
veto A type of veto occurring when Congress adjourns within 10 days of submitting a bill to the president and the president simply lets the bill die by neither signing nor vetoing it
Party leaders who work with the majority leader or minority leader to count votes beforehand and lean on waverers whose votes are crucial to a bill favored by the party
triangles Also known as subgovernments, a mutually dependent, mutually advantageous relationship between bureaucratic agencies, interest groups, and congressional committees or subcommittees

23 Clues: Those already holding office • Groups such as parties or interest groups • legislature A legislature divided into two houses • The principle that government should not meddle in the economy • grants Federal grants that can be used only for specific purposes • powers Powers of the federal government that go beyond those enumerated in the Constitution • ...

PreCalc Crossword 2020-05-07

Across

a real number regardless of its sign
go from term to term by multiplication
a quantity expressed as a sum or difference of two terms
a sum of the set of terms in a sequence
a function made up of pieces over different intervals
Sn= n/2[2a+(n-1)d]
a decrease which follows an exponential function
greater than zero
the value that a function (or sequence) "approaches" as the input (or index) "approaches" some value
number a number that can be written as a fraction
adjacent/hypotenuse
a quantity that may change within the context of a mathematical problem or experiment (x,y,z)
a true mathematical statement
a polynomial of the second degree
an angle in standard position whose terminal side falls upon a coordinate axis
the base of a natural log
increases in value
the symbol used to indicate a square root
A = A0ekt
3.14
greater than 90 degrees
decreases in value
go from term to term by addition.
function f (−x) = −f (x)
opposite/hypotenuse
a test used to determine if something is a function
the branch of mathematics dealing with the relations of the sides and angles of triangles and with the relevant functions of any angles

Down

less than 90 degrees
ex. 4!
an equation in which the highest power of an unknown quantity is a square
an equation which is true regardless of what values are substituted for any variables
a numerical or constant quantity placed before and multiplying the variable
a straight line that limits the value of a curve
a method for determining the maximum number of positive zeros for a polynomial
opposite/adjacent
made up of a base, number(x), and exponent
used for division, factoring and finding zeros
compares two values, showing if one is less than, greater than, or simply not equal to another value
set of all input values
directly adding values of a matrix
a rectangular selection of numbers in brackets or parentheses
The change in the value of a quantity divided by the elapsed time
An equation that makes a straight line when it is graphed
set of all input values x
a list of numbers
a relation in which every input results in only one output
use the previous number (a1 is given to you)
where a line touches the x-axis
csc,sec,cot
less than zero

50 Clues: 3.14 • ex. 4! • A = A0ekt • csc,sec,cot • less than zero • greater than zero • opposite/adjacent • a list of numbers • Sn= n/2[2a+(n-1)d] • increases in value • decreases in value • adjacent/hypotenuse • opposite/hypotenuse • less than 90 degrees • set of all input values • greater than 90 degrees • the base of a natural log • set of all input values x • function f (−x) = −f (x) • ...

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